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I was working on station 2

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Write the date and whatever you were able to finish today, for accountability purposes.

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Post evidence of your work, then color code your post depending on your confidence about the skill at the top of the column. Color code by opening/editing the post then changing the color in the bottom right.

Colors Key

GREEN = Confident

YELLOW = Getting there

BLUE = I need more practice still.

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Solve the problems and show your work in your math journal. Post a photo of your work below.

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How to Divide a Fraction by a Fraction | Math with Mr. J

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Answer the questions in your math notebook, writing the equation and showing your work each time. Post a photo of your work below by hitting the plus button.

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Complete the three questions in your math notebook, then post your work below.

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Post evidence of your work, then color code your post depending on your confidence about the skill at the top of the column. Color code by opening/editing the post then changing the color in the bottom right.

Colors Key

GREEN = Confident

YELLOW = Getting there

BLUE = I need more practice still.

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Dividing Mixed Numbers - Definition, Steps, Examples, Facts

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Learn how to divide mixed numbers by whole numbers, mixed numbers, and fractions through visual models and solved examples.

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Multiplying Mixed Numbers by Fractions Practice

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Multiplying Mixed Numbers by Fractions Practice

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Solve the problems in your math notebook and post your work below.

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How to Multiply a Fraction by a Mixed Number

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How to Multiply a Fraction by a Mixed Number

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If you're not sure how to do this skill, here is a resource for exploring it more.

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Follow these four basic steps to learn how to multiply fractions and mixed numbers. Walk through this fun, free lesson to see examples and try it yourself!

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Post evidence of your work, then color code your post depending on your confidence about the skill at the top of the column. Color code by opening/editing the post then changing the color in the bottom right.

Colors Key

GREEN = Confident

YELLOW = Getting there

BLUE = I need more practice still.

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Watch the video and read through the slides to develop your understanding. Solve the problems on slides 5-6 and post your work below.

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Multiplying Fractions by Whole Numbers Practice

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Multiplying Fractions by Whole Numbers Practice

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Complete as many problems as you need to in order to feel confident about the I can statement. When done, post your work below.

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Multiplying Fractions by Whole Numbers Introduction

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Multiplying Fractions by Whole Numbers Introduction

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Answer the question in your math notebook and explain your thinking.

When done, answer the question: how does this connect to scaling?

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Hit the plus button at the top of this column to post what station you'll be in today. Comment the date and station number (ex. 11/21 Station 1).

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Today I started doing Station 4 about modeling fractions.

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If you finish all stations, and we are still working our way through the studio stations, use the time to update your student self report card on Google Classroom. Slides to pay attention to after the work we've done this week are:

Slide 3

Slide 4

Slide 7

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Check and make sure each set of reflection questions is done.

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Check and make sure each set of reflection questions is done.

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Ready to move on looks like:

All reflection questions answered (and evidence posted, where necessary)

The reflection questions color coded to show how confident you feel (green - really confident, yellow - working on it, blue - still figuring it out)

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1. Do you feel equally confident adding and subtracting fractions, or is one more challenging than the other? Post your evidence justifying your answer from the activities here.

2. What model or strategy is most effective for you when solving word problems? Why does that model work best do you think?

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Write the problems and your solutions in your math notebook. Post your work below.

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Write the problems and your solutions in your math notebook. Post your work below.

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Make a copy before you edit. Post your copy with your work in this column.

# data[].attributes.attachment_link.title
 Adding and Subtracting Fractions with Unlike Denominators

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1. Did you complete the above question? If so, post your answer.

2. How can we use benchmark fractions to estimate sums and differences (sum = addition problem answer, difference = subtraction problem answer)? Write your thinking down in your math notebook, and give an example.

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Fill in the boxes with the appropriate less than, greater than, or equal to symbols in your math notebook. Then, write if the sum of the middle problem is less than, greater than, or equal to the benchmark of 1 based on what you found.

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Explore the site and complete the questions at the bottom. When done, define benchmark fractions in your math notebook and give an example. Post your work in this column in a new post.

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Benchmark Fractions - Definition, Chart, Examples, Facts

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Benchmark fractions are fractions used for measuring, comparing, or ordering other fractions. Learn the definition, applications, examples, and more.

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1. Have you completed the question sheet linked above? If so, please post a photo of it in this column.

2. How can we use equivalent fractions to add and subtract fractions?

3. Solve the problem 1/3 + 1/4 using equivalent fractions. Show your work and your solution using both numbers and a visual.

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Adding and Subtracting Fractions Practice Problems

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Adding and Subtracting Fractions Practice Problems

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Please write the questions and answers in your math notebook. When done, post a photo here.

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Create a new document and edit with others at the same time -- from your computer, phone or tablet. Get stuff done with or without an internet connection. Use Docs to edit Word files. Free from Google.

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Write down the steps for adding and subtracting fractions as you go. Post a photo of your process below.

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Adding and subtracting fractions | Fractions | Pre-Algebra | Khan Academy

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Using Equivalent Fractions to Add and Subtract

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Using Equivalent Fractions to Add and Subtract

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Take notes on the process of adding and subtracting fractions and post a photo of your notes below.

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Use equivalent fractions as a strategy to add and subtract fractions.

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Virtual Nerd's patent-pending tutorial system provides in-context information, hints, and links to supporting tutorials, synchronized with videos, each 3 to 7 minutes long. In this non-linear system, users are free to take whatever path through the material best serves their needs. These unique features make Virtual Nerd a viable alternative to private tutoring.

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I see a lot of things on the document that is linked that aren't connected to the "I can" statement on the top of the column. Can I do those?

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I see a lot of things on the document that is linked that aren't connected to the "I can" statement on the top of the column. Can I do those?

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No! When you are looking at the menu and selecting an activity to support your understanding, you should choose one that lets you work on the skill of the station. For example, if the skill is "I can model equivalent fractions," you shouldn't choose the multiplying fraction activity, because that won't help you. Take agency in your learning, but also be responsible and make sure you're doing activities that help you work on our weekly focus.

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I finished several activities at my station and feel ready to move on. What should I do?

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I finished several activities at my station and feel ready to move on. What should I do?

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Before moving on to a new station, you must complete the reflection question at the bottom of the column for the station you are in. Once you've answered and color coded it (green - confident, yellow - getting there, blue - still working on it), you can move on.

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Do I need to do all of the activities in each station before moving on?

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Do I need to do all of the activities in each station before moving on?

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This is where you need to take agency in your learning. If you complete one activity and feel like you totally understand the skill at the top, complete the reflection question to check. We are giving you the opportunity to take agency, but in doing so, we are also trusting you to be responsible and honest with your own learning.

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Can I edit directly on the google document linked in the menu?

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Can I edit directly on the google document linked in the menu?

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No! Please make a copy before you edit it. Go to File>Make a copy in the top left corner of the document. Once you've completed it, share the document with us by making a new post in the padlet and linking it there.

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In the comments of this post, comment the date and station you'll be participating in. For example, you might say "11/14: Station 2"

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Recommendations from the restaurant:

Models

Squares with a Difference

Fractions and Decimals

Prove they are equal

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Proficient looks like:

seeing a fraction and being able to model it correctly and independently

understanding that there are multiple ways to model fractions and being able to use more than one to solve problems (ex. shapes, area models, number lines, etc)

If the above skill still feels tricky to you, start with one of the linked activities. Once you feel comfortable with modeling fractions, post your evidence of proficiency (whatever activity/activities you completed) in a post below this one.

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1. How might equivalent fractions (and being able to model them) help us as we move on to adding and subtracting fractions?

2. Using a visual, model 2/8 and its equivalent fraction.

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What are equivalent fractions and how can we use them?

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What are equivalent fractions and how can we use them?

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If you're seeing this message, it means we're having trouble loading external resources on our website.

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900 possible mastery points

About this unit

You already know that fractions can be broken into parts, but did you know that different fractions can be equivalent? In this lesson, you'll learn all about equivalent fractions and how to compare them. With the help of models, number lines, and benchmark fractions, you'll be a fraction master in no time!

Level up on the above skills and collect up to 400 Mastery points Start quiz

Level up on the above skills and collect up to 320 Mastery points Start quiz

Level up on all the skills in this unit and collect up to 900 Mastery points! Start Unit test

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Equivalent fractions and comparing fractions | 4th grade | Khan Academy

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You already know that fractions can be broken into parts, but did you know that different fractions can be equivalent? In this lesson, you'll learn all about equivalent fractions and how to compare them. With the help of models, number lines, and benchmark fractions, you'll be a fraction master in no time!

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Be sure to choose a menu option that lets you work on the skills of exploring and modeling equivalent fractions. Make a copy of the linked document before you begin editing it, please!

Recommendations from the restaurant:

Models

Math is Fun

Comparison

Prove they are equal

Fraction Grid

Operations