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Reciprocals

To find the reciprocal of a number x$$, you must calculate $$\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 (Fractions)

1.5

Roots & Powers

1.6

Structure of Calculations

1.7

Numerical Skills

1.8

Factors & Multiples

1.9

Systematic Listing

1.10

Standard Form

1.11

Fractions, Decimals & Percentages

1.12

Percentage Change

1.13

Rounding & Estimation

1.14

Bounds & Accuracy

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

Simultaneous Equations

2.10

Sequences

2.11

Coordinates

2.12

Linear Graphs

2.13

Quadratic Graphs

3

Ratio, Proportion & Rates of Change

4

Geometry & Measures

5

Probability

6

Statistics

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