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Algebra | Unit 1 | Expressions and Formula

Algebra | Unit 2 | Inequalities

Page 1 | Number Lines

Page 2 | Solving Inequalities

Algebra | Unit 3 | Equations

Page 2 | Equations with Brackets

Page 3 | Equations with Fractions

Algebra | Unit 4 | Graphs

Page 1 | Straight Line Graphs ( y = mx + c )

Algebra | Unit 5 | Patterns and Sequences

Page 1 | Basic Patterns

Page 2 | Linear Sequences & nth term

Shape, Space and Measure | Unit 1 |Transformations

Page 1 | Congruent Shapes

Page 2 | Translations

Page 3 | Rotations

Page 4 | Reflections

Page 5 | Enlargements

Shape, Space and Measure | Unit 2 |Symmetry

Page 1 | Line Symmetry

Page 2 | Rotational Symmetry

Shape, Space and Measure | Unit 2 |Coordinates

Page 1 | Plotting Coordinates

Shape, Space and Measure | Unit 3 |Perimeter, Area, Volume

Shape, Space and Measure | Unit 4 |Measurement

Page 1 | Estimation and Accuracy

Page 2 | Scales

Page 3 | Conversions (Metric & Imperial)

Page 4 | Area and Volume Unit Conversions

Shape, Space and Measure | Unit 5 |Trigonometry

Page 1 | Triangle Construction

Shape, Space and Measure | Unit 6 |Pythagoras

Page 1 | Pythagoras Theorem

Page 2 | Line Segments

Shape, Space and Measure | Unit 7 |Angles

Page 1 | Summary of Drawing  &Reading Angles

Page 2 | Angle Sum in Different Shapes

Page 3 | Angles in a Polygon

Page 4 | Angles and Parallel Lines

Page 5 | Perpendicular Bisectors

Page 6 | Angle Bisectors

Page 7 | Constructing Loci

Shape, Space and Measure | Unit 8 |Shapes

Page 1 | Properties of Circles

Page 2 | Properties of Polygons

Page 3 | Properties of Triangles

Page 4 | 3D Shapes: Nets & Faces

Shape, Space and Measure | Unit 8 |Time

Page 1 | Units of Time

Page 2 | 12 & 24 Hour Clocks

Page 3 | Timetables

Number | Unit 1 |Place Value

Number | Unit 2 |Distance, Speed and Time

Number | Unit 3 |Rounding and estimating

Number | Unit 4 |Ratio and Proportion

Page 1 | Equivalent Ratios

Page 2 | Division with Ratios

Page 3 | Scale Drawings & Maps

Page 4 | Proportions

Number | Unit 5 |Primer numbers, factors and multiples

Number | Unit 6 |Powers and roots

Number | Unit 7 |Decimals

Page 1 | X 10, 100 & 1000

Page 2 | ÷10, 100 & 1000

Page 3 | Multiplying and Dividing by Whole Numbers

Number | Unit 8 |Positive and negative numbers

Page 1 | Operations with Positive and Negative Numbers

Number | Unit 9 |Operations

Page 1 | BIDMAS Rule

Page 2 | Multiplication & Division (Different Methods)

Page 3 | Converting Fractions, Decimals & Percentages

Number | Unit 10 |Fractions

Page 1 | Equivalent Fractions

Page 2 | Simplifying Fractions

Page 3 | Mixed Numbers

Page 4 | Improper Fractions

Page 5 | Ordering Fractions

Page 6 | Addition & Subtraction

Page 7 | Multiplication & Division

Number | Unit 11 |Percentages

Page 1 | Percentages of Quantities

Page 2 | Interest, Wages & Quantities

Number | Unit 12 |Standard Index form

Page 1 | Decimals in Standard Form

Page 2 | Writing in Standard Form

Page 3 | Addition and Subtraction un Standard Form

Page 4 | Multiplication and Division in Standard Form

Handling Data | Unit 1 |Collecting & Recording Data Representing Data

Page 1 | Tables & Tally Diagrams

Page 2 | Frequency Tables

Page 3 | Stem & Leaf Diagrams

Handling Data | Unit 2 |Representing Data

Page 1 | Bar Charts

Page 2 | Line Graphs

Page 3 | Pictograms

Page 4 | Frequency Polygons

Page 5 | Scatter Diagrams

Page 6 | Pie Charts

Handling Data | Unit 2 |Averages

Page 1 | Mean, Median, Mode & Range

Page 2 | Averages of Grouped Data

Handling Data | Unit 2 |Probability

Page 1 | Basic Probability

Page 2 | Sum of Probabilities

Page 3 | Probability of Combined Events

Solving Formula

L.O to be able to substitute values appropriately into a formula

When solving formulae, you have to understand the formulae and simply substitute the correct values appropriately in. For instance with the formulae:

You could be given different values of ‘a’ to substitute into the formulae to find C.

Example 1: Use the following formula D = 5c – 7 to find out the value of D when c is 5.

Example 2 : Use the following formula D = 5c2 – 7 to find out the value of D when c is 8.

Example 3 : Use the formula below to find out the how may degrees Celsius (C) it is when it is 15 degrees Fahrenheit (F).

Example 4 : Use the formula below to find out the value of l in the formula below:

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