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This is the first task in Level 1 Maths. You need to log in with the below details and complete the Initial Assessment and Diagnostic Assessment until 17/02/2025.

Username - <<ID Number>>

Password - sandwell

You will be expected to change your password on the first attempt.

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In this section, you will learn about finding area and perimeter of following shapes.

1. Rectangle

2. Square

3. L-shapes

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Angles: compass directions Video 27b Practice Questions

Area: quarter-circle Video 47a Practice Questions

Averages: combined mean Video 53a Practice Questions Textbook Exercise

Averages: mode (frequency table) Video 56a

Averages: range (frequency tables) Video 57a

Averages: Quartiles Video 57b Practice Questions

Circles: perimeter - quarter-circle Video 62a Practice Questions

Circle theorems proof: right angle in a semi-circle Video 65a Practice Questions

Circle theorems proof: angles at circumference\centre Video 65b Practice Questions

Circle theorems proof: angles in the same segment Video 65c Practice Questions

Circle theorems proof: cyclic quadrilaterals Video 65d Practice Questions

Circle theorems proof: alternate segment theorem Video 65e Practice Questions

Circle theorems proof: radius and tangent proof Video 65f Practice Questions

Circle theorems proof: Textbook Exercise

Constructions: loci part 3 Video 77 Practice Questions Textbook Exercise

Coordinates: 3D Video 86 Practice Questions

Data handling cycle Video 89 Practice Questions

Dimensional analysis Video 97 Practice Questions

Division: long division Video 98a

Enlargements: ray method Video 109 Practice Questions

Equations: involving fractions Video 111 Practice Questions Textbook Exercise

Equations: x squared Video 116a Practice Questions

Equations: Think of a number Video 116b Practice Questions

Factorisation: splitting the middle Video 119a Textbook Exercise

Factorisation: difference of 2 squares Video 120 Practice Questions Textbook Exercise

Fractions: finding the midpoint Video 141a Practice Questions

Graphs composite bar charts Video 148a

Graphs: dual bar charts Video 148b

Graphs: misleading graphs Video 160a

Graphs: real life linear graphs Video 171a

Linear graphs: real life Video 198a

Money - See Video 400 or click here for collection

Multiplication: grid method Video 199 Practice Questions Textbook 1 Textbook 2

Multiplication: column method Video 200 Practice Questions Textbook 1 Textbook 2

Multiplication: times tables Video 204a Textbook Exercise

Number: odd and even numbers Video 221a Practice Questions

Number: product of primes (squares/cubes) Video 223a Practice Questions Textbook

Percentages: simple interest Video 236a Practice Questions Textbook Exercise

Proportion: unitary method Video 255a Practice Questions Textbook Exercise

Proportion: Graphs Video 255b

Proportion: Time Video 255c

Pythagoras: area of a regular hexagon Video 262 Practice Questions

Quadratic graphs: sketching using key points Video 265 Textbook Exercise

Quadratic graphs: finding turning point Video 265a Practice Questions

Quadratic graphs: line of symmetry Video 265b

Quadratics: solving (factorising) Video 266 Practice Questions Textbook 1 Textbook 2

Quadratics: solving graphically Video 267c Practice Questions Textbook Exercise

Quadratics: solving graphically advanced Video 267d Practice Questions

Questionnaires Video 268 Practice Questions

Ratio: express as fractions or % Video 269a Practice Questions Textbook Exercise

Ratio: given two ratios Video 271a Textbook Exercise

Ratio: difference between Video 271b Textbook Exercise

Ratio: expressing as 1:n Video 271c Textbook Exercise

Ratio: equations/ratios Video 271d

Ratio: solving problems 1 Video 271e Textbook Exercise

Sampling: using samples Video 281a

Sampling: random Video 282 Practice Questions

Scales and maps Video 283 Practice Questions

Sequences: nth term for fractional sequences Video 289 Textbook Exercise

Similar shapes: definition Video 291 Practice Questions

Similar shapes: further Video 294 Practice Questions

Simultaneous equations (substitution, both linear) Video 296 Practice Questions

Simultaneous equations (graphical) Video 297 Textbook Exercise

Surface area: mixture Video 309 Practice Questions

Surface area: other prisms Video 312

Transformations: mixture Practice Questions

Transformations of graphs Video 323 Practice Questions

Transformations of trigonometric graphs Video 324 Practice Questions

Trigonometry: sine rule (ambiguous case) Video 334a Textbook Exercise

Trigonometry: area of a triangle Video 337 Proof Practice Questions Textbook Exercise

Types of data: primary & secondary Video 343a Practice Questions Textbook Exercise

Types of graph: cubics Video 344 Practice Questions

Types of graph: exponential Video 345 Practice Questions

Types of graph: reciprocal Video 346 Practice Questions

Types of graph: mixture

Units: types of metric and imperial unit Video 347 Practice Questions

Units: Converting imperial units for length Video 348a Practice Questions

Units: Converting imperial units for mass Video 348b Practice Questions

Units: Converting imperial units for capacity Video 348c Practice Questions

Units: metric to imperial (length) Video 349d Practice Questions

Units: metric to imperial (mass) Video 349e Practice Questions

Units: metric to imperial (capacity) Video 349f Practice Questions

Vectors Video 353 Practice Questions

Views: front/side elevation and plan view Video 354 Practice Questions

Volume: Frustum Video 360a Textbook Exercise

Additional Topics

Flow Charts Video 364 Practice Questions

Geometric Proof Video 366

Identities: Equating coefficients Video 367 Practice Questions

Identities, Formula, Equations etc Video 367a Practice Questions

Intersecting Chord Theorem Video 368a Practice Questions

Intersecting Secant Theorem Video 368b Practice Questions

Quadratic graph (completing the square) Video 371

Equation of a Tangent to a Circle Video 372 Practice Questions

Iteration Video 373 Practice Questions

Iterative Processes Video 373a

Change of Sign Video 373a Practice Questions

Arithmetic progressions Video 374

Geometric progressions Video 375

Set notation Video 379

Venn Diagrams Video 380 Practice Questions

Shortest distance from point to a line Video 381 Textbook Exercise

Time series Video 382

Population Density Video 384a Practice Questions

Invariant Points Video 392 Textbook Exercise

Simultaneous Equations (3 Unknowns) Video 393 Textbook Exercise

Measuring Lines Video 397 Practice Questions

Drawing Lines Video 397a Practice Questions

Money: Coins Video 400a Practice Questions

Money: Change Video 400b

Money: Buying Video 400c Practice Questions

Money: Regular Payments Video 400d Practice Questions

Money: Bills Video 400e

Money: Discounts Video 400f Practice Questions

Money: VAT Video 400g Practice Questions

Money: Wages Video 400h Practice Questions

Money: Bank Statements Video 400i Practice Questions

Money: Tax Video 400j Practice Questions

Money: Cost per kg Video 400k Practice Questions

Money: Cost per litre Video 400l Practice Questions

Money: Cost per metre Video 400m Practice Questions

Money: Reading meters Video 400n

Money: Profit Video 400p Practice Questions

Money: Greatest/Maximum Video 400q Practice Questions

Money: Estimation Video 400r Practice Questions

Money: Midpoint Video 400s Practice Questions

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Videos, Practice Questions and Textbook Exercises on every Secondary Maths topic

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L1.1. Read, write, order and compare large numbers (up to one million) L1.2. Recognise and use positive and negative numbers L1.3. Multiply and divide whole numbers and decimals by 10, 100, 1000 L1.4. Use multiplication facts and make connections with division facts L1.5. Use simple formulae expressed in words for one or two-step operations L1.6. Calculate the squares of one-digit and two-digit numbers L1.7. Follow the order of precedence of operators L1.8. Read, write, order and compare common fractions and mixed numbers L1.9. Find fractions of whole number quantities or measurements L1.10. Read, write, order and compare decimals up to three decimal places L1.11. Add, subtract, multiply and divide decimals up to two decimal places L1.12. Approximate by rounding to a whole number or to one or two decimal places L1.13. Read, write, order and compare percentages in whole numbers L1.14. Calculate percentages of quantities, including simple percentage increases and L1.15. Estimate answers to calculations using fractions and decimals L1.16. Recognise and calculate equivalences between common fractions, L1.17. Work with simple ratio and direct proportions Measures, shape and space L1.18. Calculate simple interest in multiples of 5% on amounts of money L1.19. Calculate discounts in multiples of 5% on amounts of money L1.20. Convert between units of length, weight, capacity, money and time, in the same L1.21. Recognise and make use of simple scales on maps and drawings L1.22. Calculate the area and perimeter of simple shapes including those that are L1.23. Calculate the volumes of cubes and cuboids L1.24. Draw 2-D shapes and demonstrate an understanding of line symmetry and L1.25. Interpret plans, elevations and nets of simple 3-D shapes L1.26. Use angles when describing position and direction, and measure angles in Handling information and data L1.27. Represent discrete data in tables, diagrams and charts including pie charts, bar L1.28. Group discrete data and represent grouped data graphically L1.29. Find the mean and range of a set of quantities L1.30. Understand probability on a scale from 0 (impossible) to 1 (certain) and use L1.31. Use equally likely outcomes to find the probabilities of simple events and express them as fractions probabilities to compare the likelihood of events charts and line graphs degrees knowledge of the relative size of angles made up of a combination of rectangles system percentages and decimals decreases by 5% and multiples thereof

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functional skills maths level 1 resources

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functional skills maths level 1 questions

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Functional Skills Maths Level 1 - MarsCademy

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Pass your Functional Skills Maths Level 1 exam with revision resources (for exams with NCFE, Edexcel, City & Guilds, AQA, Highfield and Open Awards).

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Functional Skills Maths Level 1 | Pass Functional Skills

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Functional Skills Maths Level 1 Revision, Resources, Past Papers and Everything Required to Help you Pass Level 1 Maths.

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In this section, you will learn about finding volume of cube and cuboid

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These are the problem solving previous exam questions from the Area & Perimeter topic.

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Your Level 1 Maths class will be one of the following

a) Monday - 0900-1100

b) Tuesday - 1100-1300

c) Wednesday - 1100-1300

d) Wednesday 1830-2030

at Terry Duffy House or Central Campus (evening). You will be expected to follow some rules:

1. Absence - You need to inform the tutor through Microsoft Teams/E-mail to the tutor with a valid reason. And you need to go to Padlet during the week and revise the topic covered in the class and complete the homework.

2. Mobile Phone - No mobile phone will be entertained in the class unless an important phone call is expected.

3. Homework - The homework should be completed every week before coming to the class and any doubts should go into the doubts and queries padlet.

4. Lateness - The lateness without a valid reason will not be entertained.

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Workout

Question 1

(a) 120cm³

(b) 66cm³

(c) 150cm³

(d) 2000cm³

(e) 27000cm³

(f) 145.8cm³

Question 2:

(a) 27cm³

(b) 125m³

(c) 343mm³

(d) 9261cm³

(e) 0.216cm³

(f) 91.125m³

Question 3:

(a) 7cm

(b) 5cm

(c) 24cm

Question 4

(a) 6cm

(b) 10cm

(c) 25mm

Question 5

(a) 4m

(b) 10cm

(c) 4.2cm
Apply
Question 1: 64,000cm³

Question 2: 960 inches³ (or cubed inches)

Question 3: 64m³

Question 4: 4cm

Question 5: 6.75cm

Question 6: 120 boxes

Question 7: 288 boxes

Question 8: 10 hours 25 minutes

Question 9: 4608cm³

Question 10: 3.6cm

Question 11: 17.5cm

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These are the Corbettmaths Textbook Exercise answers to Volume of a Cuboid

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Bearings are a way of describing directions using angles. They help us understand movement and positions, especially in navigation, maps, and real-life situations like sailing, flying, and orienteering.

Key Facts About Bearings

Bearings are measured in degrees (°).

They are always measured clockwise from North (0°).

Bearings are written as three-digit numbers (e.g., 045°, 120°, 315°)

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Charts and tables are essential tools for organizing, analyzing, and interpreting numerical data. They help present information clearly, making it easier to understand patterns, trends, and comparisons. In Functional Skills Maths Level 1, you need to know how to read, interpret, and use different types of charts and tables effectively.

Why Are Charts and Tables Important?

They simplify complex information.

They help compare data quickly.

They make trends and patterns easier to spot.

They are commonly used in everyday life, workplaces, and exams.

Types of Charts & Tables You Need to Know

1. Tables

A table organizes data into rows and columns, making it easy to read and compare values.
💡 How to use it: Look at row and column headings to find specific information.

2. Bar Charts

A bar chart uses bars of different lengths to represent data.

📌 Key Features:

Bars can be horizontal or vertical.

The height/length of the bar represents the quantity.

There is usually a title and labeled axes.

💡 How to read it: Compare the bar lengths to see which category has the highest or lowest value.

3. Line Graphs

A line graph is used to show trends over time.
👉 Example: A line graph tracking the temperature over a week.

📌 Key Features:

Points are plotted on a graph and connected by a line.

The x-axis (horizontal) represents time.

The y-axis (vertical) represents the measured quantity.

💡 How to read it: Check if the line is going up (increase), down (decrease), or staying the same.

4. Pictograms

A pictogram uses pictures or symbols to represent data.
👉 Example: A pictogram showing how many apples were sold each day.

📌 Key Features:

A key explains what each symbol represents.

Symbols are used instead of numbers.

💡 How to read it: Use the key to determine the value of each symbol.

Key Skills to Practice

✔ Reading and interpreting data from tables and charts.
✔ Comparing values to identify trends or differences.
✔ Answering questions based on the given data.
✔ Drawing simple bar charts or pictograms from data.

By mastering charts and tables, you'll improve your ability to handle real-life problems, such as understanding bills, interpreting survey results, or analyzing business data. 🎯

Would you like some practice questions? 😊

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Ratios are used to compare quantities and show the relationship between different values. They are useful in everyday life, such as in cooking, sharing money, mixing ingredients, and scaling up or down measurements.

What is a Ratio?

A ratio shows how much of one thing there is compared to another. It is written using a colon (:) or as a fraction.

👉 Example: If there are 2 red balls and 3 blue balls in a bag, the ratio of red to blue is 2:3 (read as "2 to 3").

Key Points About Ratios

✅ Order matters! A ratio of 2:3 is not the same as 3:2.
✅ Ratios can be simplified like fractions.
✅ You can scale ratios up or down by multiplying or dividing each part by the same number.

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Express ratio as fraction and percentage

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Express ratio as fraction and percentage