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Reciprocals

To find the reciprocal of a non-zero number x$$, calculate $$\dfrac{1}{x}

Example 1

Example 1

  • Find the reciprocal of 2
    • Use the fact that the reciprocal is \dfrac{1}{x}$$ and substitute $$x = 2
Example 2

Example 2

  • Find the reciprocal of 14\dfrac{1}{4}
    • Use the fact that the reciprocal is \dfrac{1}{x}$$ and substitute $$x = \dfrac{1}{4}
Example 3

Example 3

  • Find the reciprocal of 25\dfrac{2}{5}
    • Use the fact that the reciprocal is \dfrac{1}{x}$$ and substitute $$x = \dfrac{2}{5}
Jump to other topics
1

Number

1.1

Place Value & Ordering

1.2

Numerical Operations

1.3

Fractions

1.4

Numerical Operations on Fractions

1.5

Roots & Powers

1.6

Structure of Calculations

1.7

Numerical Skills

1.8

Factors & Multiples

1.9

Systematic Listing

1.10

Surds

1.11

Standard Form

1.12

Fractions, Decimals & Percentages

1.13

Percentage Change

1.14

Rounding & Estimation

1.15

Bounds & Accuracy

1.16

Using Numbers

2

Algebra

2.1

Algebraic Notation

2.2

Substitution & Simplification

2.3

Brackets

2.4

Algebraic Fractions

2.5

Rearranging

2.6

Functions

2.7

Solving Linear Equations

2.8

Inequalities

2.9

Solving Quadratic Equations

2.10

Simultaneous Equations

2.11

Iteration

2.12

Sequences

2.13

Coordinates

2.14

Linear Graphs

2.15

Quadratic Graphs

2.16

More Non-Linear Graphs

2.17

Graph Transformations

2.18

Real-Life Graphs

3

Ratio

4

Geometry

4.1

Area & Perimeter

4.2

Properties of Shapes

4.3

Angles

4.4

Trigonometry

4.5

Similarity & Congruence

4.6

Circle Geometry

4.7

Circle Theorems

4.8

Pythagoras

4.9

3D Representations

4.10

Surface Area

4.11

Volume

4.12

Vectors

4.13

Transformations

4.14

Scale Drawings

4.15

Bearings

4.16

Geometry Proof

4.17

Introduction to Geometry

4.18

Triangles & Quadrilaterals

4.19

Transformations

4.20

Measurements & Units

4.21

3D Shapes

5

Probability

6

Statistics

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