Percentage Increase Flashcards

GCSE Mathematics (Edexcel) 1MA1

Percentage Increase

The amount a value increases, expressed as a percentage of the original value.

1 / 10

Ready to master these flashcards?

Sign in to study with spaced repetition and track your progress.

Sign In to Track Progress

Terms in this set (10)

1

Percentage Increase

The amount a value increases, expressed as a percentage of the original value.

2

Formula for Percentage Increase

Percentage Increase = (Increase ÷ Original Value) × 100.

3

Increase

The difference between the new value and the original value.

4

Steps to Calculate Percentage Increase

1. Find the increase (new value - original value). 2. Divide the increase by the original value. 3. Multiply by 100.

5

Example: Increase £50 by 20%

1. Find 20% of £50: (20 ÷ 100) × 50 = £10. 2. Add £10 to £50: £50 + £10 = £60.

6

Reverse Percentage Increase

Finding the original value before a percentage increase was applied.

7

Example: Reverse Percentage Increase

If £120 is the result of a 20% increase, divide £120 by 1.2 to find the original value: £120 ÷ 1.2 = £100.

8

Percentage Multiplier for Increase

1 + (percentage increase ÷ 100).

9

Using a Multiplier for Percentage Increase

Multiply the original value by the percentage multiplier to find the new value.

10

Example: Using a Multiplier

To increase £80 by 15%, use the multiplier 1.15: £80 × 1.15 = £92.

Genie

Want to Learn More?

Get personalised lessons, quizzes, and instant feedback from your AI tutor.

Start Learning