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https://www.desmos.com/
Desmos is an online graphing calculator that can be used for mapping out equations long-term quickly in order to understand an equation fully or help see a bigger picture about an equation.

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Desmos offers best-in-class calculators, digital math activities, and curriculum to help every student love math and love learning math.

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https://www.geogebra.org/graphing?lang=en
Geogebra is an online graphing tool used for supporting teaching and learning mathematics subject, especially in geometry, algebra, and statistics.

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Interactive, free online graphing calculator from GeoGebra: graph functions, plot data, drag sliders, and much more!

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Use as Guest - ClassPad.net
ClassPad allows you to discover the relationships between equations and graphs by displaying both at the same time plus you can switch between vertical and horizontal views so you can see long formulas on a single line.

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CASIO ClassPad.net enables you to do various mathematic calculations and create a variety of graphs and geometries with intuitive and simple operation - and share your mathematical contents with others around the world !

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https://www.ck12.org/
Ck12 is a foundation that provides a library of free online textbooks, videos, exercises, flashcards, and real world applications for mathematics as well as other subjects.

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https://phet.colorado.edu/
Phet provides fun, free, interactive, research-based science and mathematics simulations.

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Over 1.1 billion simulations delivered

160interactive simulations

97language translations

3001teacher-submitted lessons

Founded in 2002 by Nobel Laureate Carl Wieman, the PhET Interactive Simulations project at the University of Colorado Boulder creates free interactive math and science simulations. PhET sims are based on extensive education research and engage students through an intuitive, game-like environment where students learn through exploration and discovery.

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Founded in 2002 by Nobel Laureate Carl Wieman, the PhET Interactive Simulations project at the University of Colorado Boulder creates free interactive math and science simulations. PhET sims are based on extensive education research and engage students through an intuitive, game-like environment where students learn through exploration and discovery.

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https://www.education.com/exercises/math/
Online mathematics excercises varying algebra to data and graphing.

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Browse Math Online Exercises | Education.com

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Browse Math Online Exercises. Award winning educational materials designed to help kids succeed. Start for free now!

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https://www.onlinemathlearning.com/math-worksheets.html
This website provides an enumerous amount of mathematics worksheets and quizzes for inspiration in the structure of assignments.

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Our directory of Free Online Math Worksheets and Math Quizzes available on the Internet. They include Algebra Math Worksheets, Geometry Math Worksheets, Multiplication Math Worksheets, Division Math Worksheets, Measurement Math Worksheets, Fraction Math Worksheets, Decimals Math Worksheets, Integers Math Worksheets, Statistics Math Worksheets, Probability Math Worksheets and Trigonometry Worksheets. We categorize and review the worksheets listed here to help you find the math worksheets problems that you are looking for.

Interactive Math Worksheet According to Topics

Whole Numbers

The following are some pre-configured links to our online interactive worksheets according to topics. Some of the worksheets are dynamically generated which means that you will be given a different set each time to practice. They are marked online, giving you immediate feedback. The topics are sub-divided and arranged in an approximate order of difficulty.

Numbers Worksheets

Addition Worksheets

Subtraction Worksheets

Addition & Subtraction Worksheets

Multiplication Worksheets

Division Worksheets

Order of Operations Worksheets (PEMDAS, BEDMAS)

Money Worksheets

Counting Money

Counting Nickels &
Pennies

Counting Dimes, Nickels & Pennies

Counting Quarters Dimes, Nickels & Pennies

1 Dollar, Quarters Dimes, Nickels & Pennies

5 Dollars, 1 Dollar, Quarters Dimes, Nickels & Pennies

10 Dollars, 5 Dollars, 1 Dollar, Quarters, ... & Pennies

Specify your own conditions for counting money

Printable Money Worksheets

Mega Money Grids (UK)

Choose the coin you want to go up to. Create the worksheet and print. The idea is to add up the coins in each row and column.

Coin Worksheets

Generates random coin addition worksheets in Euro, Pounds, US and Australian Dollars. Various combinations of penny, cent, pound or dollar coins can be employed and the worksheets are different each time.

Coin Cards

Print small coins cards for matching, grouping and other activities. Choose between Euro, old UK coin designs, new UK coin designs, Australian coins and US coins.

Coin Fans

Print coins fans with US Dollars, UK coins - both old and new designs, Australian Dollars and International Euro designs.

Fraction Worksheets

Ratio Worksheets

Integer Worksheets

Exponent Worksheets

Decimal Worksheets

Measurement Worksheets

Percent Worksheets

Time Worksheets

Algebra Worksheets

Slope and Intercept Worksheets

Number Patterns and Sequences (Find the nth term)

Geometry Worksheets

Trigonometry Worksheets

Statistics Worksheets

Probability Worksheets

Complex Number Worksheets

Mental Math Worksheets

Sites For Online Math Worksheets

Fill in your answers online and get your worksheet corrected immediately.

Sites For Printable Math Worksheets

Some of the following sites have math worksheets generators while others may have ready-made worksheets.

Rotate to landscape screen format on a mobile phone or small tablet to use the Mathway widget, a free math problem solver that answers your questions with step-by-step explanations.

You can use the free Mathway calculator and problem solver below to practice Algebra or other math topics. Try the given examples, or type in your own problem and check your answer with the step-by-step explanations.

We welcome your feedback, comments and questions about this site or page. Please submit your feedback or enquiries via our Feedback page.

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Free Online Math Worksheets with Solutions

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A compilation of free math worksheets categorized by topics. Some worksheets are dynamically generated to give you a different set to practice each time.

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https://www.khanacademy.org/math
Plenty of clarifying tools for a broad range of mathematic subjects.

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https://corbettmaths.com/
This resource provides math videos with associated math practice questions and worksheets.

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Welcome to Corbettmaths! Home to 1000's of maths resources: Videos, Worksheets, 5-a-day, Revision Cards and much more.

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https://emathinstruction.com/
This site provides e-textbooks, video lessons, and printables for topics include algebra 1 and 2, geometry, and trigonometry.

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FREE Lesson Plans, Homework Sets, and Videos

eMATHinstruction makes teaching math a whole lot easier and learning math a whole lot more fun. We provide FREE lesson plans, videos and homework sets for middle and high school mathematics courses. Our standards-aligned, scaffolded curricula are easy to use, and save teachers time and energy. Premium content - including answer keys, assessments, and more - is available through a paid yearly membership. We provide high quality materials, so teachers have time to focus on creative activities and individualized student support. Our fun and engaging videos provide reinforcement or instruction when synchronous learning is not possible.

Easy to follow... great pacing. I've already had students who have missed a class come in the following day to say they watched the video for that days missed lesson and are all caught up. Priceless!
Richard Glasheen, Three Villages Central School District

Even my accelerated kids find the material challenging, but engaging and fun. I feel they have learned so much in a short amount of time.
Shelley Gately, Algebra Teacher, LeRoy High School

Nice job! I'm 15 years in and have never seen such a well done curriculum.
Brett Widman, West Seneca Middle School

Thank you for providing a high quality, comprehensive curriculum that stretched even my strongest students. I attribute the problems within your program which I presented daily to their development of those critical (yet often elusive!) modeling and reasoning skills.
Molly Bordenkircher, River View Junior High School

The attractive parts of emathinstruction.com are the CCSS compliance, the well thought out and coordinated lesson progression, and the ease of use for teacher and students. We have not seen a program that matches it in any of its components, let alone all three.
Sean O'Rourke, Rosemont Middle School

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FREE Lesson Plans, Homework Sets, and Videos eMATHinstruction makes teaching math a whole lot easier and learning math a whole lot more fun. We provide FREE lesson plans, videos and homework sets for middle and high school mathematics courses. Our standards-aligned, scaffolded curricula are easy to use, and save teachers time and energy.

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https://illustrativemathematics.org/math-curriculum/6-8-math/
This website provides math tasks, videos, lesson plans, and problem-based curriculum modules.

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IM 6-8 Math™ certified
by Illustrative Mathematics®

Meets all expectations in all three EdReports Gateways

Learn more about IM 6-8 Math™ v.III and IM 9-12 Math™ v.I with this in-depth look at our 6-12 curriculum. Examine the structure of a lesson through the lens of the design features of the curriculum and with a focus on the philosophy and instructional shifts. Learn about the resources available around student understanding, discourse, planning, assessment, and access for each student.

Ready to get started with IM 6-8 Math™ ?

IM 6-8 Math DESIGN FEATURES

A coherent progression of learning

IM K-12 Math™ is fully aligned to the focus, rigor, and coherence of the standards, and has been given the stamp of approval by EdReports, earning perfect scores in the areas of Focus & Coherence and Rigor & Mathematical Practices. The scope and sequence of units, activities, and representations are designed to help students develop a deep understanding of mathematical concepts, build fluency with procedures, and solve mathematical problems that reflect their lived experiences.

Academic language development

Math vocabulary is developed through the process of actively exploring and learning mathematics. Students make sense of mathematical concepts using informal language before academic terms are introduced. Embedded within the curriculum are Mathematical Language Routines to support academic language development for all learners. These routines also provide opportunities for English Learners to engage in the specialized academic language demands of reading, writing, speaking, listening, conversing, and representing in math.

Culturally responsive pedagogy

Materials are designed to affirm students as they build positive mathematical identities. Units and lessons begin by inviting students to use their prior mathematical knowledge, funds of knowledge, language, and culture to make sense of new mathematical concepts. Activities offer collaborative learning opportunities and instructional routines that center student thinking and encourage students to bring their whole selves to math class. Grades K-5 courses (and coming soon to 6-12 courses) include problem-solving contexts that positively reflect ethnically diverse cultures and support the implementation of culturally relevant and responsive pedagogy.

Teacher learning

Units and lessons include narratives that describe the mathematical work that will unfold, and activities and lessons include a synthesis that assists the teacher with ways to help students incorporate new insights gained into their big-picture understanding. Formative assessments help create clear pathways to address student outcomes. Teacher-facing materials support teachers to develop, refine, and reflect on instructional practices.

IM 6-8 Math Accelerated Certified by IM

The IM Accelerated Difference

A Condensed and Comprehensive Two-year Pathway That Addresses all Standards

IM 6-8 Math Accelerated, a compressed version of IM 6-8 Math, is a thoughtful alternative to conventional accelerated programs because its design eliminates the possibility for unfinished learning as students arrive at Algebra 1. It includes all of the standards in IM 6-8 Math and compacts them into a two-year curriculum meant to be covered during grades 6 and 7. The pace is faster than IM 6-8 Math, but no crucial mathematical concepts are left-out.

See also Guidance for Accelerating Students in Mathematics and FAQs for IM 6-8 Math Accelerated

Successfully Used in Over 200 Districts with Over 300,000 Students.

The IM 6-8 Math certified curriculum is rigorous, problem-based, and fully aligned to the standards, with coherence across grade bands.

The curriculum is available in both print and digital versions. IM 6-8 Math is highly rated by EdReports for meeting all expectations across all three review gateways. Read the full analysis for Kendall Hunt and Imagine Learning .

Ready to Get Started with the IM Certified Experience?

Already using IM, but want to learn more?

IM 6-8 MATH FEATURED CONTENT

Featured IM 6-8 Math Blog Posts

In this series of blog posts, the first of which is available here, we're exploring how, in order to be successful in a problem-based classroom, students have to shift their thinking about what being a good math student looks and sounds like.

In my role at IM, working with teachers and administrators, I am asked to help with the challenges of implementing an IM curriculum. We are often asked, "How can I differentiate instruction while using this curriculum?" or "What resources does IM offer to support differentiation?"

How can educators act on these beliefs, in teaching and learning with IM 6-12 Math™, to craft learning communities and experiences in which each learner knows, uses, and enjoys mathematics?

All students can be successful in mathematics . For most mathematics educators, we lean into this. We believe that all students can learn mathematics, that they can be successful. However, as we focus our lens on the word all , what do we see?

Math teachers can talk all day about math! We get super excited when we encounter someone else who enjoys these conversations as well.

But too many of our students don't get to experience that joyful discourse, which limits their understanding of and positive experiences with math.

Our district had seen a downhill trend in standardized test scores in mathematics. This forced us, as educators, to take an intentional look at our teaching practices.

IM Certified® IM Professional Learning™

IM Professional Learning for mathematics is deeply integrated with the curriculum. The program provides teachers and leaders long-term, sustainable support for developing, refining, and reflecting on instructional practices.

Our partners provide the ideal experience with our curriculum.

IM Certified Partners share our commitment to providing the IM Certified Curriculum to all teachers and students as it is meant to be experienced, in the format they need to ensure success.

CHOOSE AN IM CERTIFIED PARTNER

Fill out this form, and an IM Certified Partner will contact you to discuss your options for accessing IM 6-8 Math.

An Expert-Authored Curriculum

We're Dedicated to Teacher and Student Success

Our curricula are designed by respected thought leaders who share IM's goal
to create a world where learners know, use, and enjoy mathematics.

CEO and Cofounder

Bill McCallum has dedicated his life to helping teachers, educators, mathematicians, and policymakers show fidelity to both mathematical coherence and student learning.

He is an Emeritus Distinguished Professor of Mathematics at The University of Arizona, where he researches number theory and arithmetical algebraic geometry, authors textbooks, and advises researchers and policymakers. Bill's work as a lead writer of the Common Core State Standards in Mathematics earned him the Award for Distinguished Public Service from the American Mathematical Society and the Dolciani Award from the Mathematical Association of America.

As CEO and cofounder of Illustrative Mathematics, Bill chairs the organization's board of directors, helping craft IM's strategic direction and contributing to the curricula. He also represents IM to funders, at speaking events, and in workshops.

President and Cofounder

Kristin Umland believes that by coordinating the expertise of teachers, mathematicians, mathematics educators, and business professionals, we can help all students realize their mathematical potential.

Before joining the IM team, she was an associate professor in the Department of Mathematics and Statistics at the University of New Mexico (UNM). After joining UNM with a PhD in Mathematics, she carried out research in mathematics education, taught pre-service and in-service elementary and secondary teachers, and conducted education outreach at the local, state, and national level. A recipient of both the Louise Hay Award and the AMS Impact Award, Kristin's goal has always been to improve the mathematical and pedagogical quality of children's learning experiences.

6-12 Curriculum Lead Author

Kate is a writer, teacher, and curriculum designer. After a successful eight years teaching high school mathematics and writing the popular blog f(t), she transitioned into a career in curriculum design.

Kate was the instructional lead author of the IM 6-8 and IM geometry, algebra 1, and algebra 2 curricula, and loves leading teams to create products that help teachers and students know, use, and enjoy mathematics.

Grade 6 Lead, IM 6-8 Math v.III

Yenche is passionate about learning and helping others learn. Her adventures in mathematics education began in Philadelphia, where she taught high school students as a member of Teach For America and later served as a founding teacher of Science Leadership Academy.

Since then, she has strived to create meaningful learning experiences-in mathematics and beyond-as a curriculum designer, leader of professional learning communities, academic director, and consultant to schools and non-profit organizations.

Yenche served as the lead author of the grade 6 course in the IM 6-8 curriculum, the lead for Algebra 1 in the IM 9-12 curriculum, and a writer for the IM K-5 curriculum.

Yenche holds a BA in Architecture from Washington University in Saint Louis, an MArch from Harvard Design School, and an MS in Education from the University of Pennsylvania.

Grade 7 Lead, IM 6-8 Math v.III

Michelle is motivated by a desire to help teachers enjoy teaching, help students enjoy learning, and build everyone's sense of self-efficacy.

A middle school math teacher since 2007, Michelle holds an MEd in Curriculum & Supervision from Pennsylvania State University. She received the Huntsman Award for Excellence in Education in 2013.

Michelle was the lead author for grade 7 of the Illustrative Mathematics 6-8 math curriculum.

Grade 8 Lead, IM 6-8 Math v.III

Ashli is inspired by doing math with other teachers, discussing classroom practice, and reading what research tells us about how to best support student learning. She began her education career as a high school teacher in Washington State. She is a national board certified teacher and an alumna of the Park City Mathematics Institute.

Ashli was the lead writer of the grade 8 and Algebra 2 IM curricula.

6-12 Writer

Max Ray-Riek is IM's senior director of teacher professional learning and a contributing writer for the IM high school curriculum. Max is a former secondary mathematics teacher and previously worked for The Math Forum, focusing on fostering problem-solving and making student thinking the center of math class. He is the lead author of Powerful Problem Solving: Activities for Sense Making with the Math Practices.

Max values each student's ideas and works to help students see themselves as people who can listen, connect, and act mathematically. He finds the art and discipline of teaching to be the hardest, most rewarding, and most important work in the world.

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Preview the curriculum for our 6-8 math program. Our program meets or exceeds expectations for all three EdReports Gateways.

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http://getkahoot.com/
Kahoot is a free game-based learning platform that can be used among the class in order to help engage students.

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Kahoot! | Learning games | Make learning awesome!

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Kahoot! is a game-based learning platform that brings engagement and fun to 1+ billion players every year at school, at work, and at home.

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https://quizlet.com/
Quizlet is a collaborative gaming system that allows teachers to engage students.

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https://www.howtostudy.org/index.php
This website offers a wide variety of helpful study skills and resources for students of any grade level, organized by the process of studying and by subject.

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How to Study Model

How to write a Review

Be the first from your college to be published. All you have to do is choose a resource and click Write Review to tell other students what was helpful. To see how this works, try it out here.

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Be the first from your college to be published. All you have to do is choose a resource and click Write Review to tell other students what was helpful. To see how this works, try it out here.

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https://evernote.com/
Evernote is a website for collectively compartmentalizing your notes and strategically ordering where each section is.

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Best Note Taking App - Organize Your Notes with Evernote

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Our note taking app helps you capture and prioritize ideas, projects and to-do lists, so nothing falls through the cracks. Start your free trial today!

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https://www.onenote.com/hrd
Similar to evernote One note is a website for keeping all of your notes together though can be used for collaboration between students and teacher.

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For quick conversions of units of measurement ranging from length, to distance, to time.

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Use this Conversion Calculator to convert between commonly used units. Select the current unit in the left column, the desired unit in the right column, and enter a value in the left column to generate the resulting conversion. A full list of unit conversions is available at unitconverters.net.

Different Systems of Units

Historically, many different systems of units have been used, where a system of units is defined as a collection of units of measurement with rules that relate them to each other. A unit of measurement is a defined magnitude of a quantity that it used as a standard for measurement for the same kind of quantity, such as measurements of length, weight, and volume.

In the past, many systems of measurement were defined on a local level, and could be based on factors as arbitrary as the length of a king's thumb. While this may work on a local level, when considering trade, as well as science, having systems of units based on units that others may not be able to relate to or understand makes interaction difficult. As such, the development of more universal and consistent systems developed over time. Today, some of the systems of units in use include the metric system, the imperial system, and the United States customary units.

The International System of Units (SI) is the standard metric system that is currently used, and consists of seven SI base units of length, mass, time, temperature, electric current, luminous intensity, and amount of substance. Although SI is used almost universally in science (including in the US), some countries such as the United States still use their own system of units. This is partly due to the substantial financial and cultural costs involved in changing a measurement system compared to the potential benefit of using a standardized system. Since US customary units (USC) are so entrenched in the United States, and SI is already used in most applications where standardization is important, everyday use of USC is still prevalent in the United States, and is unlikely to change. As such, many unit converters including this Conversion Calculator exist, and will continue to do so to ensure that people globally are able to communicate different measurements effectively.

History of the Pound

In the eighth and ninth centuries of the Common Era (CE), Arab civilization flourished in the Middle East and Spain. The Arabs used coins as a measurement of units of weight since a minted coin could not easily be cut or shaved to reduce its weight, and thus provided a measurable standard. They used a coin called a silver dirhem as a basic measure of weight, which had a weight roughly equivalent to 45 fully grown grains of barley. Ten dirhems comprised a Wukryeh, which was translated into Latin as an "uncia" - the origin of the word "ounce."

Over time, trade spread from the Mediterranean area to Europe, including the northern German City States. As a result, a pound, 16 ounces of silver, or 7200 grains, became a commonly used measure in many regions.

While England also adopted this measure, a shortage of silver caused King Offa to reduce the measurement of the pound to 5400 grains in order to use smaller coins. Eventually, when William the Conqueror became King of England, he retained the 5400-grain pound for minting coins, but reverted to the 7200-grain pound for other purposes.

Though many countries used the pound from that point onward, including England (the British pound sterling, or GBP was equal to one pound-weight of silver in King Offa's time), the avoirdupois weight system was adopted during the reign of Queen Elizabeth in the 16th century. It was a system based on the weight of coal, and its name was derived from the French phrase "avoir de pois" (goods of weight or property). The avoirdupois was equivalent to 7,000 grains, 256 drams of 27.344 grains each, or 16 ounces of 437 ½ grains each. Since 1959, the avoirdupois pound has been officially defined in most English-speaking countries as 0.45359237 kilograms.

Different systems of measurement also developed over time in Asian countries. For example, in ancient India, a measure of weight called the "Satamana" was used, and was equal to the weight of 100 gunja berries. In China, the first emperor Shi Huang Di created a system of weights and measures in the third century BCE (Before the Common Era). The measurement of weight was based on the shi, which was equivalent to approximately 132 pounds. The Chi and Zhang were units of length equivalent to approximately 25 centimeters (9.8 inches) and 3 meters (9.8 feet) respectively. The Chinese also developed a means to ensure accuracy through the use of a special size of bowl used for measurements that also made a specific sound when struck - if the sound was off pitch, the measurement was not accurate.

Brief History of the Metric System

In 1668, John Wilkins proposed a decimal system in which length, area, volume, and mass were linked to each other based on a pendulum that had a beat of one second as a base unit of length. In 1670, Gabriel Mouton proposed a decimal system that was instead based on the circumference of the earth, an idea supported by other prominent scientists of the time such as Jean Picard and Christiaan Huygens, but that did not take hold for approximately another 100 years.

By the mid-eighteenth century, it was clear to nations who traded and exchanged scientific ideas that standardization of weights and measures was necessary. In 1790, Charles Maurice de Talleyrand-Perigord, the Prince of Talleyrand, approached the British (represented by John Riggs-Miller) and the Americans (represented by Thomas Jefferson) with proposals to define a common standard of length based on the length of a pendulum. In that same year, Thomas Jefferson, presented the "Plan for Establishing Uniformity in the Coinage, Weights, and Measures of the United States," which advocated for a decimal system in which units were related to each other by powers of ten. A committee that was formed in France comprised of some of the most prominent scientists of the day came to a similar conclusion, and also proposed a decimal system for all weights and measures. Although Congress considered Jefferson's report, it was not adopted. In Great Britain, John Riggs-Miller lost his British Parliamentary seat in the 1790 election. As such, the measurement system was only implemented in France, and in 1795, the metric system was formally defined in French law. It was not until 1799, however, that the metric system was officially adopted in France, though it was still not universally observed across the country.

The spread of the metric system did not occur quickly, and areas that were annexed by France during Napoleon's reign were the first to adopt the metric system. By 1875, two thirds of the European population, and nearly half the world's population had adopted the metric system. By 1920, the percentage of the world's population using the imperial system or the US customary system was ~22%, with 25% using mainly the metric system, and 53% using neither.

The International System of Units, currently the most widely used system of measurement, was published in 1960. It has been adopted by all developed countries except for the United States, though as previously mentioned, it is used in science, as well as heavily in the military, even in the US.

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This free conversion calculator converts between common units of length, temperature, area, volume, weight, and time.

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https://www.mathway.com/
For a detailed explanation of methods in which to solve a problem for checking if a problem was done correctly.

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Free math problem solver answers your algebra homework questions with step-by-step explanations.

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https://www.symbolab.com/
Symbolab is a useful tool for reference on the level of accuracy on a completed problem.

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Symbolab Math Calculator - Step by Step calculator

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Symbolab: equation search and math solver - solves algebra, trigonometry and calculus problems step by step

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https://docs.google.com/document/d/1OIZg_iqYe103VIz4FnK0oTb5IopCWfOG7M0RT-rifWw/edit?usp=sharing

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https://www.google.com/slides/about/
Google Slides is a way to present information that is free and can be worked on between members of a group.

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Google Slides: Online Slideshow Maker | Google Workspace

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Use Google Slides to create online slideshows. Make beautiful presentations together with secure sharing in real-time and from any device.

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sabifm01@pfw.edu
My email would be the most direct route for getting a hold of me when needed, though it will change to whatever my school email would be.

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https://www.in.gov/doe/students/indiana-academic-standards/mathematics/
These are the general mathematics standards within the state of Indiana that are to be taught to each respective grade.

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The Indiana Academic Standards for Mathematics contained in the tables below consist of domains that vary per grade level and course. The skills listed in each domain indicate what students should know and be able to do in Mathematics at each grade level or course. The Process Standards demonstrate the ways in which students should develop conceptual understanding of mathematical content, and the ways in which students should synthesize and apply mathematical skills.

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The Indiana Academic Standards for Mathematics contained in the tables below consist of domains that vary per grade level and course. The skills listed in each domain indicate what students should know and be able to do in Mathematics at each grade level or course.

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https://mathigon.org/applications
These are actual uses of mathematics within the real world and how it is used within everyday life.

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Learn about the countless hidden uses and applications which mathematics has in everyday life: From weather prediction to medicine, video games and music…

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https://ed.ted.com/
Ted Ed offers a bunch of informational ideas and plenty of inspiring transformative ideas.

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TED-Ed celebrates the ideas of teachers and students around the world. Discover hundreds of animated lessons, create customized lessons, and share your big ideas.

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https://www.google.com/drive/
Google drive is a cloud storage for pictures, documents, etc. to help compartmentalize assignments and notes.

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Store, share, and collaborate on files and folders from your mobile device, tablet, or computer

Built-in protections against malware, spam, and ransomware

Drive can provide encrypted and secure access to your files. Files shared with you can be proactively scanned and removed when malware, spam, ransomware, or phishing is detected. And Drive is cloud-native, which eliminates the need for local files and can minimize risk to your devices.

People-first collaboration apps to supercharge teamwork

Drive integrates with Docs, Sheets, and Slides, cloud-native collaboration apps that enable your team to create content and collaborate more effectively in real time.

Integration with the tools and apps your team is already using

Drive integrates with and complements your team's existing technology. Collaborate in Microsoft Office files without the need to convert file formats, and edit and store over 100 additional file types, including PDFs, CAD files, images, and more.

Google's Search and AI technology helps your team move faster

Google's powerful search capabilities are embedded in Drive and offer speed, reliability, and collaboration. And features like Drive search chips help your team find files fast by quickly surfacing more relevant results.

Thousands of teams are already using Drive to revolutionize the way they work

Find the plan that's right for you

Google Drive is a part of Google Workspace

Try Drive for Work

For Personal (no cost)

Business Standard

$12 USD

per user / month, 1 year commitment info Or $14.40 per user / month, when billed monthly

15 GB per user

2 TB per user

done

done

done

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100 participants

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Looking for more storage for your personal account?

Google One is a subscription plan that gives you more storage to use across Google Drive, Gmail, and Google Photos. Plus, with Google One, you get extra benefits and can share your membership with your family.

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Personal Cloud Storage & File Sharing Platform - Google

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Learn about Google Drive's file sharing platform that provides a personal, secure cloud storage option to share content with other users.

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https://classroom.google.com/
Google classroom is useful for turning in assignments if an E-learning day were to happen and there needs to be a website to upload assignment's for the day.

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https://www.youtube.com/user/yourteachermathhelp
This YouTube site is a broad and expansive website that will usually have topics for just about any imaginable exercise that a student would need help on.

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Enjoy the videos and music you love, upload original content, and share it all with friends, family, and the world on YouTube.

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https://www.mathspad.co.uk/i2/construct.php
Mathspad is an online resource for learning how to use a compass and protactor and can be used online if a student would not have the tools to use them.

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https://doubleroot.in/cheat-sheets/
These reference sheets could help a student who is in need of reference material to how a certain function might operate or how to apply some knowledge.

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This section contains high school math cheat sheets covering algebra, trigonometry, coordinate geometry and calculus. Each cheat sheet covers the summary of concepts and the most important formulas related to the particular chapter in a single page.

Currently there are 33 cheat sheets in total, with more to be added soon. Download them all!

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This section contains high school math cheat sheets covering algebra, trigonometry, coordinate geometry and calculus. Each cheat sheet covers the summary of concepts and the most important formulas related to the particular chapter in a single page. Currently there are 33 cheat sheets in total, with more to be added soon.

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https://www.in.gov/doe/students/graduation-pathways/diploma-requirements/
These are the general requirements to graduate in Indiana, in specific I would highlight the math credits needed and then compare it to what is offered.

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Guidance pertaining to graduation requirements for the 2020 cohort can be found here.

A document of frequently asked questions regarding graduation requirements can be found here

The Indiana State Board of Education adopts course and credit requirements for earning a high school diploma. Current course and credit requirements went into effect for students who entered high school in the fall of 2012 (Class of 2016). Students have the option of earning an Indiana Diploma with the following designation(s):

General;

Core 40;

Core 40 with Academic Honors (AHD); or

Core 40 with Technical Honors (THD).

To earn an Indiana Diploma, students in the graduating classes of 2019 - 2022 must:

Meet course and credit requirements; and

Pass the Graduation Qualifying Exam (GQE)/qualify for a GQE waiver; or complete the Graduation Pathways (if offered by the school). See guidance here.

Graduation Pathways will be required starting with the class of 2023 (additional information can be found below).

Course & Credit Requirements

The Indiana General Assembly made completion of the Indiana Diploma with Core 40 designation a requirement for all students beginning with those who entered high school in the fall of 2007. The law includes an opt-out provision for parents who determine their students could benefit more from the Indiana Diploma with General Designation. The legislation also made Core 40 a minimum college admission requirement for the state's public four-year universities beginning in the fall of 2011.

High Schools must offer students the opportunity to earn any diploma designation approved by the State Board and cannot require students with a disability to complete locally required credits that exceed state credit requirements to earn a diploma, unless otherwise required as part of the student's IEP. More information can be found here.

Graduation Qualifying Exam (GQE) or Graduation Pathways

Students in the 2019 - 2022 graduating cohorts may satisfy this requirement for graduation in one of three ways:

Pass the GQE (ISTEP+ grade 10 in English/Language Arts and Math)

Qualify for a GQE waiver if unable to pass the GQE by the senior year

Successfully complete the graduation pathways, if offered by the school

Note: there is a waiver option for the postsecondary readiness competency requirement for the graduation pathways but the other two components (diploma requirements and employability skills) would still have to be met.

Sample Waiver Form for Schools

* Graduation Pathways become a requirement for students expected to graduate in the 2023 cohort.
Graduation Pathway Resources:
Resources

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Guidance pertaining to graduation requirements for the 2020 cohort can be found here. A document of frequently asked questions regarding graduation requirements can be found here The Indiana State Board of Education adopts course and credit requirements for earning a high school diploma.

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https://nerdlegame.com/
Nerdle is another game for students to play when given free time that is similar to that of wordle.

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Our flagship game, nerdle, was inspired by Wordle and a passion for math. It challenges you to find the hidden calculation in just six guesses. In the wider nerdleverse, you'll roam an entire galaxy of puzzles, including number-based crosswords, anagrams, and so much more. Whether you're a math enthusiast or just looking for a daily brain workout, the nerdleverse has something special for you. Join us and let your mind explore the wonders of the nerdleverse!

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Nerdle - guess the solution in 6 tries - try classic, mini, speed and pro

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https://jeopardylabs.com/play/high-school-math-jeopardy
If a free day were to come about where I would be able to teach whatever I would like this is a Jeopardy board that I can alter as needed and play with the class.

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What is the perimeter of a square that has an area of 25?, What is the area of a circle in which a 3 by 4 rectangle is inscribed?, At a certain time of day, a 25-foot telephone pole casts a 10-foot shadow.

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https://www.yardbarker.com/entertainment/articles/20_films_about_math_mathematicians_and_math_geniuses/s1__28630979#slide_18
These are possible movies that could be watched given a free day, though some are better choices than other.

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20 films about math, mathematicians and math geniuses

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For film buffs, there are plenty of movies involving mathematical concepts and/or famous figures in the discipline - both real and fictitious. Not sure where to start? Try these 20 films about math, mathematicians and math geniuses.

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https://www.idtech.com/blog/ways-to-make-math-more-fun-engaging
These are a list of possible ideas for more interactive learning given a certain topic.

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If math is your student's least favorite subject, everything from classes to homework to studying for quizzes and tests can be like pulling teeth.

But with an extra dose of creativity and fun, dread can turn to delight!

Like any challenging (and important) skill, mastering key math concepts takes practice; unfortunately, that can often look like a worksheet or some other list of tasks that feels more like a mental laundry list than a puzzle kids would be eager to solve.

This genre of practice can be necessary, don't get me wrong, but if you could use a little help in giving math practice a makeover, we'll need to step outside that box. The good news is: making math fun to learn for kids isn't a mystery, and these ideas are simple to implement at home with elementary, middle, or high school students.

Here are 25 fun activities that will spice up your child's learning routine and can help build community in the classroom, plus students will reap the benefits of "gamified" learning: increased motivation, engagement, and pure enjoyment of learning just for the sake of it.

More good news: reluctant and enthusiastic mathematicians alike will get a kick out of gamified learning. Take a look with your student, and pick out a few to try this week at home, in math club, and among friends.

Fun Math Activities for Elementary and Middle School Students

1. Play Math Tic-Tac-Toe

This handy resource adapts the classic Tic-Tac-Toe game for a range of skills and grade levels. Best for elementary and middle school students, this activity can be a quick brain break or an all-out challenge with a prize at stake.

2. Try the Exponent Battle Card Game

As the website cleverly describes this game, it " raises math fun to a higher power "! Kids will enjoy playing against parents, siblings, or friends, and they'll have an extra incentive to master the exponents they'll need for science and math class.

3. Explore math with Minecraft

Yes, you read that correctly! Minecraft has an incredible math educator's guide that's guaranteed to intrigue young gamers who could use an extra incentive to bolster their math skills. Learn more about the incredible educational applications of Minecraft.

4. Tackle Fantasy Football Equations

Though football season may be over, this activity is a creative one to stash away for the next draft. Algebraic equations can be challenging for many middle school students, and this sporting twist will not only make the practice more bearable, kids will get to see the (sometimes elusive) real-world application of what they're learning.

And here is an expert tutorial if your student could use some extra help solving for x.

5. Roll Into a Subtraction Dice Game

This foundational skill becomes a lot more enjoyable in game form, and students will strengthen their mental math muscles as they play.

6. Slice Some Sandwich Fractions

Ideal for lunch time, kids will be extra-motivated to master proportions and fractions. Converting fractions into decimals, or vice versa? These tutorials will help your student convert the numbers in a trice.

7. Play Math Jeopardy

From averages to exponents to algebra, these pre-designed Jeopardy games will elevate study time and make review something to look forward to. Kids can compete with siblings or virtually with friends!

8. Pull Off an Order of Operations Heist

To crack the safe in this online game, students must correctly use the order of operations. Kids will need to know this to solve math problems, but as they master the skill, a reward like pulling off a heist is a useful motivator.

9. Have a Math Board Game Night

If you're looking to revamp your family's board game collection, why not infuse some fun with math? Proof!, Prime Climb, and Real World Math were each created by teachers and boast hundreds of rave reviews from parents.

10. Bring Math to the Grocery Store

Discounts, fractions, budgeting-there are so many mathematical applications when it comes to shopping for kids' favorite foods. This activity can easily be done virtually through grocery delivery services or online shopping.

11. Battle in a Multiplication "War" Card Game

The game that has entertained kids for countless hours gets mathematical in this rapid fire edition of "War".

12. Hit the Negative Number Piñata

Learning to add and subtract negative numbers can be tricky. So, to stave off student frustration, this game is a fun way to practice. Plus, this platform offers quick tutorial videos as well, just in case your student could use a refresher.

13. Chart a Graphed Scavenger Hunt

Who doesn't love a great scavenger hunt? Not only would this make a great at-home (and outdoor) activity, kids will practice graphing coordinates and slopes in a hands-on way.

14. Shop for Algebraic Reasoning Sweets

A sweet introduction to algebraic thinking, this is one of many colorful games Math Playground offers. Players solve for the value of each candy in this online "sweet shop."

15. Jump into Multiplication Hopscotch

Kinesthetic learning, or learning through movement, is a creative way to increase students' engagement (and energy levels). If your student is learning to memorize multiplication tables and could use a break from paper and pencil, take a break outdoors with some chalk, and get moving!

16. Place Value with LEGO

Young learners mastering place value will benefit from the visual and kinesthetic aspects of exploring the concept with LEGO. This activity will work with just about any LEGO set you have on hand.

Fun Math Activities for High School Students

17. Launch into Space with Math & NASA

STEM worlds collide in NASA's math series! This website offers activities for algebra, geometry, and pre-calculus paired with the innermost workings of space exploration.

18. Explore Statistics with Real-World Scenarios

This probably sounds familiar: when will I need to know this in real life? This range of expertly-designed activities provides valuable connections to practical scenarios that will satisfy even the most skeptical students.

19. Dance With a Transversal Geometry Game

Think of this fun activity as the antidote to the geometry doldrums. Kids can pick a soundtrack (or use one of the pre-made options), clear the room, and dance their way to knowing all about transversals.

Fun Math Activities for all Ages

20. Embark on an Interdisciplinary Project

Connecting new (and potentially dull) subject matter to an area of students' interest is a well-known best practice in education. This resource provides some excellent interdisciplinary projects that blend math skills with art, history, fascinating places around the world, and more.

21. Set Sail with a Quadratic Equation Shipwreck

If your student is just getting the hang of quadratic equations (or perhaps brushing up for a quiz), this game is a creative way to practice.

22. Plan a Pi Day Extravaganza

Pi Day, March 14th, is just around the corner, so why not make it a celebration of this all-important number! Check out these elementary and middle school activities, fun games and puzzles for all ages, high school activities, and pi card race to make the day memorable and bring smiles back into the equation.

23. Solve a KenKen Puzzle

This game was called "the most addictive math game since Sudoku" by New York Times games editor, a winning testimonial if ever we've heard one. KenKen puzzles are a great way to practice mental math or do a warm up before tackling more complex problems.

24. Play Trigonometry Mini Golf

Upper middle school and high school students will enjoy seeing trigonometry in action in a familiar pastime and in other real-world applications of math concepts. Each activity is interactive and includes short videos and tutorials to give each game context.

25. Learn How to Locate People Lost at Sea

This investigation answers the question: how does the Coast Guard find and rescue those lost in the vast ocean? Turns out, statistical skills are key to these missions. Kids can learn about how they work and have another great answer to the question "why is math important"?

Have Fun with Math Today!

Let us know how your explorations turn out. Looking for a little extra help? iD Tech offers live online math tutoring to help your student succeed and thrive in the classroom.

Options include:

Plus, our math tips & resources page offers tutorials and more to level up your child's math game.

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25 Fun & Creative Math Activities | Middle & High School Students | Games & Club Exercises

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Here are 25 fun activities that will spice up your child's math routine, plus they'll reap the benefits of "gamified" learning: increased motivation, engagemen...

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https://www.matematica.pt/en/useful/math-formulas.php
This is a reference sheet for mathematics formulas if a student would forget them and needs to refer back to a reputable website for a certain formula.

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Here you can find a summary of the main formulas you need to know. This list was not organized by years of schooling but thematically. Just choose one of the topics and you will be able to view the formulas related to this subject. This is not an exhaustive list, ie it's not here all math formulas that are used in mathematics class, only those that were considered most important.

If you do not find a formula and you consider it important to be included, please send us an email using the page Contact with your suggestion. We will try to include it as soon as possible. In the event that you detect any error in our math formulas, do not hesitate to contact us!

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Here you can find a summary of the main formulas you need to know. This list was not organized by years of schooling but thematically. Just choose one of the topics and you will be able to view the formulas related to this subject.

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https://www.mashupmath.com/blog/2017/5/2/10-awesome-end-of-year-math-project-ideas
These are end of the year project ideas that can be done instead of test in order to give a little freedom to students.

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10 Awesome End of Year Math Project Ideas — Mashup Math

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https://leverageedu.com/blog/branches-of-mathematics/
When asked about what each branch of mathematics means it is helpful to have a site to remind myself of each branch in case I am asked.

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Shakuntala Devi rightly said that without mathematics, there is nothing you can do. To explore more, let's first know the 5 main branches of mathematics, i.e. Algebra, Number Theory, Arithmetic and Geometry. In the past 2 decades or so, our modern world has introduced more branches like Probability and Statistics, Topology, Matrix Algebra, Game Theory, Operations Research derived from these oldest branches of math. Breaking the myth of mathematics being called boring, we bring to you all about branches of mathematics with their list, tree and career options!

Tree of the Branches of Mathematics

MainBranches of Mathematics

YouTube: DOS- Domain of Science

Mathematics is a complex area of study and comprises interlinked topics and overlapping concepts. Additionally, extensive analysis of the branches of mathematics helps students in organizing their concepts clearly and developing a strong foundation. Being aware of the differences and uniqueness of branches of mathematics helps in methodically studying various concepts of maths and also guides students in deciding the branch they would like to pursue as a career.
Here are the main branches of mathematics:
Below explained are the important branches of mathematics with their unique features and distinct concepts. These branches are important for laying a strong foundation for mathematics.
Fun Fact: -40 °C is equal to -40 °F.
Arithmetic
"Arithmetic must be discovered in just the same sense in which Columbus discovered the West Indies, and we no more create numbers than he created the Indians."
"The algebraic sum of all the transformations occurring in a cyclical process can only be positive, or, as an extreme case, equal to nothing."
Fun Fact: The word "mathematics" only appears in one Shakespearean play, "The Taming of the Shrew". "The description of right lines and circles, upon which geometry is founded, belongs to mechanics. Geometry does not teach us to draw these lines, but requires them to be drawn."
-Isaac Newton - Rudolf Clausius - Bertrand Russell
Arithmetic is one of the most basic branches of mathematics and deals with numbers and their applications in many ways. Addition, subtraction, multiplication, and division are used as the basic groundwork to solve a large number of questions and progress into more complex concepts like exponents, limits, and many other types of calculations. This is one of the most important branches because its fundamentals are used in everyday life for a variety of reasons from simple calculations to profit and loss computation.
"Calculus is the most powerful weapon of thought yet devised by the wit of man."
- Wallace B. Smith
A broad field of mathematics, algebra deals with solving generic algebraic expressions and manipulating them to arrive at results. Unknown quantities denoted by alphabets that form a part of an equation are solved for and the value of the variable is determined. A fascinating branch of mathematics involves complicated solutions and formulas to derive answers to the problems posed.
Fun Fact: "Forty" is the only number that is spelled with letters arranged in alphabetical order.
Do you often wonder about the shapes and sizes of various objects? Then geometry is the branch you must explore. Dealing with the shape, sizes, and volumes of figures, geometry is a practical branch of mathematics that focuses on the study of polygons, shapes, and geometric objects in both two-dimensions and three-dimensions. Congruence of objects is studied at the same time focussing on their special properties and calculation of their area, volume, and perimeter. The importance of geometry lies in its actual usage while creating objects in practical life.

Trigonometry

Derived from Greek words " trigonon" meaning triangle and " metron " meaning "measure", trigonometry focuses on studying angles and sides of triangles to measure the distance and length. Amongst the prominent branches of mathematics used in the world of technology and science to develop objects, trigonometry is a study of the correlation between the angles and sides of the triangle. It is all about different triangles and their properties!
"Mathematics is the queen of the sciences, and number theory is the queen of mathematics."
"The basic ideas and simplest facts of set-theoretic topology are needed in the most diverse areas of mathematics; the concepts of topological and metric spaces, of compactness, the properties of continuous functions and the like are often indispensable."
- Pavel Sergeevich Aleksandrov Fun Fact: Every odd number has an "e" in it. - Carl Friedrich Gauss
It is one of the advanced branches of mathematics and studies the rate of change. With the advent of calculus, a revolutionary change was brought about in the study of maths. Earlier, maths could only work on static objects but with calculus, mathematical principles began to be applied to objects in motion. Used in a multitude of fields, the branch can be further categorized into the differential and integral calculus both starkly different from each other. A branch with mind-numbing questions, calculus is an interesting concept introduced to students at a later stage of their study in mathematics.

Probability and Statistics

The abstract branch of mathematics, probability and statistics use mathematical concepts to predict events that are likely to happen and organize, analyze, and interpret a collection of data. Amongst the relatively newer branches of mathematics, it has become indispensable because of its use in both natural and social sciences. The scope of this branch involves studying the laws and principles governing numerical data and random events. Presenting an interesting study, statistics, and probability is a branch full of surprises.

Number Theory

As the name suggests, Number theory is one of the oldest branches of Mathematics that established a relationship between numbers belonging to the set of real numbers. The basic level of Number Theory includes an introduction to properties of integers like addition, subtraction, multiplication, modulus and builds up to complex systems like cryptography, game theory and more.

Topology is a much recent addition to the branches of Mathematics list. It is concerned with the deformations in different geometrical shapes under stretching, crumpling, twisting and bedding. Deformations like cutting and tearing are not included in topologies. Its application can be observed in differentiable equations, dynamical systems, knot theory, and Riemann surfaces in complex analysis.

Advanced Branches of Mathematics

There are a vast number of advanced branches which are a part of the major branches mentioned above. These branches are studied at an advanced level and involve complex concepts that need strong computational skills. Such advanced branches are listed below.

Here are the 10 branches of mathematics:
Fun Fact: Archimedes [287 - 212 BC] is the father of Mathematics

1. Matrix Algebra

2. Numerical Analysis

3. Operations Research

4. Complex Numbers

5. Calculus

6. Set Theory

7. Game Theory

8. Analysis

9. Cartesian Geometry

10. Combinatorics

Branches of Pure Mathematics

Pure mathematics can be simply described as the study of mathematical concepts purely based on maths and independent of any concept outside of mathematics. Here is the list of branches of Pure Mathematics:

Branches of Applied Mathematics

Applied Mathematics uses the applications of varied other disciplines and combines it with mathematical concepts. It is simply the combined application of mathematics with specialised knowledge.

Here are the branches of applied mathematics:

Statistics and Probability

Set Theory

Calculus

Trigonometry

Top Universities for Courses in Mathematics

For aspirants wishing to establish a career in mathematics, the first step is to pursue a course in your chosen branch of Mathematics. Many renowned universities of the world offer lauded degrees in mathematics and its varied branches. Being aware of the major picks available to one helps in reducing the dilemma that comes with choosing the university. Tabulated below are some of the top class universities offering esteemed mathematics programs.

Top Indian Colleges for Mathematics

1. Fergusson College

2. Mount Carmel College

3. Stella Maris College

4. St. Xavier's College

5. Jadavpur University

6. St.Stephen's College

7. Ramakrishna Mission Vivekananda College

8. Christ University

Career Options in Mathematics

If the number game attracts you and you can't help but add or multiply any number you see, then you should pick up Mathematics as a career. You can become one of the following professionals if you choose a career in Mathematics:-

Teacher/Lecturer- You can teach mathematics at the high school level and even university level if you are qualified enough and even explore research via postgraduation.

Statistician- A statistician collects data, turns them into charts and graphs and makes interpretations which is an important aspect in all professions.

Data Analyst/Scientist- A data analyst/scientist is similar to a statistician but with certain differences. In Data Science, you will use scientific methods of data collection, comparison and give solutions to the organisation relatively.

Mathematician- A mathematician is involved in all fields of profession. Whether it be inventing new business valuation methods or creating a formula that sends a rocket to the ISS, a mathematician does it all.

Cryptographer- A cryptographer is a person who encodes and decodes various symbols or modes of communication to decipher what it means. Additionally, they also create safe codes for the military or other organisations.

Every profession needs the Branches of Mathematics as the subject ties all the broken pieces and creates uniformity.

Who invented Math?

Are you intrigued by numbers and have a flair for doing difficult numeric calculations? Then, Mathematics is an all-encompassing science that deals with quantity, space and numbers and abstract concepts as well as applied maths in other fields. While at first glance it might be difficult to identify the branches of mathematics, it is imperative to possess knowledge about them for any student wishing to gain a holistic idea about the subject. We hope this blog has presented a comprehensive list of different areas of study and branches of mathematics. Planning to study a degree in Mathematics? Experts at Leverage Edu can help you find the best course and university as well as assist you throughout the admission process to ensure that you send a winning application! Sign up for a free session today!

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Main Branches of Mathematics Tree | PDF | Pure & Applied | Leverage Edu

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Shakuntala Devi rightly said that without mathematics, there is nothing you can do. To explore more, let's first know the 5 main branches of mathematics, i.e. Algebra, Number Theory, Arithmetic and Geometry. In the past 2 decades or so, our modern world has introduced more branches like Probability and Statistics, Topology, Matrix Algebra, Game Theory, Operations Research derived from these oldest branches of math.

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https://padlet.com/
Padlet is another collaborative website that can be used for team to create presentations.

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https://www.rasmussen.edu/student-experience/college-life/jobs-that-use-math/
These are jobs that use mathematics for any student that asks how they can apply mathematics.

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7 Jobs that Use Math: Finding the Formula for Your Future | Rasmussen College

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You're a numbers person. So how can you leverage that in your future career? Learn more about 7 jobs that use math, and identify where you can put your skills to use!

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https://www.google.com/forms/about/
Google forms is a way to upload tests or create simple questionnaires.

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Easily create and share online forms and surveys, and analyze responses in real-time.

Create an online form as easily as creating a document

Select from multiple question types, drag-and-drop to reorder questions, and customize values as easily as pasting a list.

Send polished surveys and forms

Customize colors, images, and fonts to adjust the look and feel or reflect your organization's branding. And add custom logic that shows questions based on answers, for a more seamless experience.

Analyze responses with automatic summaries

See charts with response data update in real-time. Or open the raw data with Google Sheets for deeper analysis or automation.

Create and respond to surveys from anywhere

Access, create, and edit forms on-the-go, from screens big and small. Others can respond to your survey from wherever they are-from any mobile device, tablet, or computer.

Build forms and analyze results together

Add collaborators-just like with Google Docs, Sheets, and Slides-to build questions together in real-time. Then analyze results together without having to share multiple versions of the file.

Work with clean response data

Use built-in intelligence to set response validation rules. For example, ensure that email addresses are properly formatted or that numbers fall within a specified range.

Share forms via email, link, or website

It's easy to share forms with specific people or with a broad audience by embedding forms on your website or sharing the links on social media.

Security, compliance, and privacy

Secure by default

We use industry-leading security measures to keep your data safe, including advanced malware protections. Forms is also cloud-native, eliminating the need for local files and minimizing risk to your devices.

Encryption in transit and at rest

All files uploaded to Google Drive or created in Forms are encrypted in transit and at rest.

Compliance to support regulatory requirements

Our products, including Forms, regularly undergo independent verification of their security, privacy, and compliance controls.

Private by design

Forms adheres to the same robust privacy commitments and data protections as the rest of Google Cloud's enterprise services.

You control your data.

We never use your Forms content for ad purposes.

We never sell your personal information to third parties.

Find the plan that's right for you

Google Forms is a part of Google Workspace

Try Forms for Work

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24/7 online support and community forums

Get a head start with templates

Choose from a variety of surveys, questionnaires, and other professionally-designed templates to kick things off quickly.

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Google Forms: Online Form Creator | Google Workspace

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Use Google Forms to create online forms and surveys with multiple question types. Analyze results in real-time and from any device.

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https://freesuggestionbox.com/
This is an anonymous website to offer criticism that is constructive and conducive to the learning environment.

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Free Suggestion Box - A free online suggestion box to gather real feedback from others.

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Free anonymous online suggestion box to gather honest feedback and suggestions from others

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https://www.math-drills.com/
This is, in specific a math drill oriented worksheet website that can be used for ideas on how to create worksheets.

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Math-Drills.com includes over sixty-four thousand free math worksheets that may be used to help students learn math. Our math worksheets are available on a broad range of topics including number sense, arithmetic, pre-algebra, geometry, measurement, money concepts and much more. There are two interactive math features: the math flash cards and dots math game.

Math-Drills.com was launched in 2005 with around 400 math worksheets. Since then, tens of thousands more math worksheets have been added. The website and content continues to be improved based on feedback and suggestions from our users and our own knowledge of effective math practices.

Most Math-Drills users are classroom teachers or parents. Classroom teachers use our math worksheets to assess student mastery of basic math facts, to give students extra math practice, to teach new math strategies, and to save precious planning time. Parents use our math worksheets to give their children extra math practice over school breaks and to enhance their math education. Home schools use our math worksheets in their programs to develop and strengthen math skills in their children.

Most Popular Free Math Worksheets this Week

Supporting Student Learning with Free Math Worksheets by Math-Drills

Math-Drills believes that education should be accessible to all children despite their socioeconomic situation or any other factors. Since it began in 2005, all the math worksheets on Math-Drills have been free-to-use with students learning math. The Math-Drills website works well on any device and worksheets can be printed or used on a screen.

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Math-Drills includes over 58 thousand free math worksheets for students in elementary and middle school. Our easy to print math worksheets are free to use in your school or home.

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https://www.brainscape.com/
This is the easiest to use flashcard creator that can be used by just about anyone and can help with studying for specific topics.

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Brainscape: The Best Flashcards App | Make Flashcards Online

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Brainscape’s spaced repetition system is proven to DOUBLE learning results! Find, make, and study flashcards online or in our mobile app. Serious learners only.

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https://www.calculator.net/math-calculator.html
This calculator website has a lot more to offer like combinatorics and statistics.

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This is a free online math calculator together with a variety of other free math calculators that compute standard deviation, percentage, fractions, and time, along with hundreds of other calculators addressing finance, fitness, health, and more.

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https://www.popplet.com/
Much like the others popplet is a website for creating collaborative presentations, though it also uses web structures to map everything out instead of the others classical shelf or timeline methods.

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Important — Popplet.com service is ending July 1, 2026. Please read the official announcement here,and visit our new site Superstructures.io.

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https://www.thefamouspeople.com/mathematicians.php
If the students want to learn about famous mathematicians they can do so here and branch out, or it can be used as a list for research.

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A mathematician is an expert in the field of mathematics; a person who is highly skilled and knowledgeable. It is a science that deals with numbers and their interrelations, combinations and operations, data, measurements, quantity, structure, space and generalizations. The science is extensively used in the fields of finance, engineering, industries, robotics, astronomy, business, information technology, and various other fields. Mathematicians analyze data, study patterns and develop mathematical models that not only help to further human knowledge, but are also utilized for solving problems in various fields. These scientists work in the fields of pure and applied mathematics. In the pure form of this science, the researchers work through abstract problems with the sole motive of furthering human knowledge and contributing to theory formation. On the other hand, professionals working in the applied form formulate mathematical models for problem solving in real-world situations. But these two fields are overlapping-what starts out as a theoretical study may spawn some practical applications, while applied study of maths may sometimes contribute to its theoretical base. They need to be highly analytical and technologically savvy with excellent reasoning skills. Browse this section to explore about the life and works of various famous mathematicians from all over the world.

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A mathematician is an expert in the field of mathematics; a person who is highly skilled and knowledgeable. It is a science that deals with numbers and their interrelations, combinations and operations, data, measurements, quantity, structure, space and generalizations. The science is extensively used in the fields of finance, engineering, industries, robotics, astronomy, business, information technology, and various other fields.

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https://www.youtube.com/watch?v=2No_CMrxBe8&vl=en
This is a quick video about the timeline of mathematics throughout the years to modern day.

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The History of Mathematics and Its Applications

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https://schoolworkhelper.net/ancient-mathematics-egyptians-babylonians-greeks/
This website includes ancient systems of mathematics like Egyptian and Babylonian, thus I could use it one day as an activity for the students to change between numbers.

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Ancient knowledge of the sciences was often wrong and wholly unsatisfactory by modern standards. However, not all of the knowledge of the more learned peoples of the past was false. In fact, without people like Euclid or Plato, we may not have been as advanced in this age as we are. Mathematics is an adventure in ideas. Within the history of mathematics, one finds the ideas and lives of some of the most brilliant people in the history of mankind's populace upon Earth.

First, man created a number system of base 10. Certainly, it is not just a coincidence that man just so happens to have ten fingers or ten toes, for when our primitive ancestors first discovered the need to count they definitely would have used their fingers to help them along just like a child today. When primitive man learned to count up to ten he somehow differentiated himself from other animals.

As an object of higher thinking, man invented ten number-sounds. The needs and possessions of primitive man were not many. When the need to count over ten aroused, he simply combined the number-sounds related with his fingers. So, if he wished to define one more than ten, he simply said one-ten. Thus our word eleven is simply a modern form of the Teutonic "ein-lifon" ("one over").

Since those first sounds were created, man has only added five new basic number-sounds to the ten primary ones. They are "hundred," "thousand," "million," "billion" (a thousand million in America, a million millions in England), "trillion" (a million millions in America, a million-million millions in England). Because primitive man invented the same number of number-sounds as he had fingers, our number system is a decimal one, or a scale based on ten, consisting of limitless repetitions of the first ten number sounds.

Undoubtedly, if nature had given man thirteen fingers instead of ten, our number system would be much changed. For instance, with a base thirteen number system we would call fifteen, two-thirteen's. While some intelligent and well-schooled scholars might argue whether or not base ten is the most adequate number system, base ten is the irreversible favorite among all the nations. Of course, primitive man most certainly did not realize the concept of the number system he had just created. Man simply used the number-sounds loosely as adjectives. So an amount of ten fish was ten fish, whereas ten is an adjective describing the noun fish.

Soon the need to keep tally on one's counting raised. The simple solution was to make a vertical mark. Thus, on many caves, we see a number of marks that the resident used to keep track of his possessions such a fish or knives. This way of record keeping is still taught today in our schools under the name of tally marks.

The earliest continuous record of mathematical activity is from the second millennium BC When one of the few wonders of the world were created mathematics was necessary. Even the earliest Egyptian pyramid proved that the makers had a fundamental knowledge of geometry and surveying skills. The approximate time period was 2900 BC

The first proof of mathematical activity in written form came about one thousand years later. The best known sources of ancient Egyptian mathematics in the written format are the Rhind Papyrus and the Moscow Papyrus. The sources provide undeniable proof that the later Egyptians had intermediate knowledge of the following mathematical problems: applications to surveying, salary distribution, calculation of area of simple geometric figures' surfaces and volumes, simple solutions for first and second degree equations.

Egyptians used a base ten number system most likely because of biological reasons (ten fingers as explained above). They used the Natural Numbers (1,2,3,4,5,6, etc.) also known as the counting numbers. The word digit, which is Latin for finger, is also another name for numbers which explains the influence of fingers upon numbers once again.

The Egyptians produced a more complex system than the tally system for recording amounts. Hieroglyphs stood for groups of tens, hundreds, and thousands. The higher powers of ten made it much easier for the Egyptians to calculate into numbers as large as one million. Our number system which is both decimal and positional (52 is not the same value as 25) differed from the Egyptian which was additive, but not positional.

The Egyptians also knew more of pi than its mere existence. They found pi to equal C/D or 4(8/9)ª whereas a equals 2. The method for ancient peoples arriving at this numerical equation was fairly easy. They simply counted how many times a string that fit the circumference of the circle fitted into the diameter, thus the rough approximation of 3.

The biblical value of pi can be found in the Old Testament (I Kings vii.23 and 2 Chronicles iv.2)in the following verse:
"Also, he made a molten sea of ten cubits from brim to brim, round in compass, and five cubits the height thereof; and a line of thirty cubits did compass it round about."
The molten sea, as we are told is round, and measures thirty cubits round about (in circumference) and ten cubits from brim to brim (in diameter). Thus the biblical value for pi is 30/10 = 3.

Now we travel to ancient Mesopotamia, home of the early Babylonians. Unlike the Egyptians, the Babylonians developed a flexible technique for dealing with fractions. The Babylonians also succeeded in developing a more sophisticated base ten arithmetic that were positional and they also stored mathematical records on clay tablets.

Despite all this, the greatest and most remarkable feature of Babylonian Mathematics was their complex usage of a sexagesimal place-valued system in addition to a decimal system much like our own modern one. The Babylonians counted in both groups of ten and sixty. Because of the flexibility of a sexagismal system with fractions, the Babylonians were strong in both algebra and number theory. The remaining clay tablets from the Babylonian records show solutions to first, second, and third-degree equations.

Also, the calculations of compound interest, squares and square roots were apparent in the tablets. The sexagismal system of the Babylonians is still commonly in usage today. Our system for telling time revolves around a sexagesimal system. The same system for telling time that is used today was also used by the Babylonians. Also, we use base sixty with circles (360 degrees to a circle).

Usage of the sexagesimal system was principally for economic reasons. Being, the main units of weight and money were mina,(60 shekels) and talent (60 mina). This sexagesimal arithmetic was used in commerce and in astronomy.

The Babylonians used many of the more common cases of the Pythagorean Theorem for right triangles. They also used accurate formulas for solving the areas, volumes and other measurements of the easier geometric shapes as well as trapezoids. The Babylonian value for pi was a very rounded off three. Because of this crude approximation of pi, the Babylonians achieved only rough estimates of the areas of circles and other spherical, geometric objects.

The real birth of modern math was in the era of Greece and Rome. Not only did the philosophers ask the question "how" of previous cultures, but they also asked the modern question of "why." The goal of this new thinking was to discover and understand the reason for mans' existence in the universe and also to find his place. The philosophers of Greece used mathematical formulas to prove propositions of mathematical properties. Some of who, like Aristotle, engaged in the theoretical study of logic and the analysis of correct reasoning. Up until this point in time, no previous culture had dealt with the negated abstract side of mathematics, or with the concept of mathematical proof.

The Greeks were interested not only in the application of mathematics but also in its philosophical significance, which was especially appreciated by Plato (429-348 BC). Plato was of the richer class of gentlemen of leisure. He, like others of his class, looked down upon the work of slaves and craftsworker. He sought relief, for the tiresome worries of life, in the study of philosophy and personal ethics.

Within the walls of Plato's academy at least three great mathematicians were taught, Theaetetus, known for the theory of irrational, Eodoxus, the theory of proportions, and also Archytas (I couldn't find what made him great, but three books mentioned him so I will too). Indeed the motto of Plato's academy "Let no one ignorant of geometry enter within these walls" was fitting for the scene of the great minds who gathered here.

Another great mathematician of the Greeks was Pythagoras who provided one of the first mathematical proofs and discovered incommensurable magnitudes, or irrational numbers. The Pythagorean theorem relates the sides of a right triangle with their corresponding squares. The discovery of irrational magnitudes had another consequence for the Greeks: since the length of diagonals of squares could not be expressed by rational numbers in the form of A over B, the Greek number system was inadequate for describing them.

As you might have realized, without the great minds of the past our mathematical experiences would be quite different from the way they are today. Yet as some famous (or maybe infamous) person must have once said "From down here the only way is up," so you might say that from now, 1996, the future of mathematics can only improve for the better.
Bibliography
Ball, W. W. Rouse. A Short Account of The History of Mathematics. Dover Publications Inc.

Mineloa, N.Y. 1985

Beckmann, Petr. A History of Pi. St. Martin's Press. New York, N.Y. 1971

De Camp, L.S. The Ancient Engineers. Double Day. Garden City, N.J. 1963

Hooper, Alfred. Makers of Mathematics. Random House. New York, N.Y. 1948

Morley, S.G. The Ancient Maya. Stanford University Press. 1947.

Newman, J.R. The World of Mathematics. Simon and Schuster. New York, N.Y. 1969.

Smith, David E. History of Mathematics. Dover Publications Inc. Mineola, N.Y. 1991.

Struik, Dirk J. A Concise History of Mathematics. Dover Publications Inc. Mineola, N.Y. 1987

Author: William Anderson (Schoolworkhelper Editorial Team)

https://schoolworkhelper.net/

Tutor and Freelance Writer. Science Teacher and Lover of Essays. Article last reviewed: 2020 | St. Rosemary Institution © 2010-2021 | Creative Commons 4.0

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Ancient knowledge of the sciences was often wrong and wholly unsatisfactory by modern standards. However, not all of the knowledge of the more learned peoples of the past was false. In fact, without people like Euclid or Plato, we may not have been as advanced in this age as we are. Mathematics i…

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https://www.britannica.com/science/mathematics
This is a broad overview as mathematics as it has been used from primitive ages to modern day.

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mathematics, the science of structure, order, and relation that has evolved from elemental practices of counting, measuring, and describing the shapes of objects. It deals with logical reasoning and quantitative calculation, and its development has involved an increasing degree of idealization and abstraction of its subject matter. Since the 17th century, mathematics has been an indispensable adjunct to the physical sciences and technology, and in more recent times it has assumed a similar role in the quantitative aspects of the life sciences.

In many cultures-under the stimulus of the needs of practical pursuits, such as commerce and agriculture-mathematics has developed far beyond basic counting. This growth has been greatest in societies complex enough to sustain these activities and to provide leisure for contemplation and the opportunity to build on the achievements of earlier mathematicians.

All mathematical systems (for example, Euclidean geometry) are combinations of sets of axioms and of theorems that can be logically deduced from the axioms. Inquiries into the logical and philosophical basis of mathematics reduce to questions of whether the axioms of a given system ensure its completeness and its consistency. For full treatment of this aspect, see mathematics, foundations of.

This article offers a history of mathematics from ancient times to the present. As a consequence of the exponential growth of science, most mathematics has developed since the 15th century ce, and it is a historical fact that, from the 15th century to the late 20th century, new developments in mathematics were largely concentrated in Europe and North America. For these reasons, the bulk of this article is devoted to European developments since 1500.

This does not mean, however, that developments elsewhere have been unimportant. Indeed, to understand the history of mathematics in Europe, it is necessary to know its history at least in ancient Mesopotamia and Egypt, in ancient Greece, and in Islamic civilization from the 9th to the 15th century. The way in which these civilizations influenced one another and the important direct contributions Greece and Islam made to later developments are discussed in the first parts of this article.

India's contributions to the development of contemporary mathematics were made through the considerable influence of Indian achievements on Islamic mathematics during its formative years. A separate article, South Asian mathematics, focuses on the early history of mathematics in the Indian subcontinent and the development there of the modern decimal place-value numeral system. The article East Asian mathematics covers the mostly independent development of mathematics in China, Japan, Korea, and Vietnam.

The substantive branches of mathematics are treated in several articles. See algebra; analysis; arithmetic; combinatorics; game theory; geometry; number theory; numerical analysis; optimization; probability theory; set theory; statistics; trigonometry.

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Mathematics | Definition, History, & Importance

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Mathematics, the science of structure, order, and relation that has evolved from counting, measuring, and describing the shapes of objects. Mathematics has been an indispensable adjunct to the physical sciences and technology and has assumed a similar role in the life sciences.