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Percentage Change - GCSE Maths Exam Questions & Answers

Question 26 - GCSE Edexcel Foundation Maths Past Paper 1 June 2023
Question 20 - GCSE OCR Foundation Maths Past Paper 1 (Calculator)
Question 17 - GCSE OCR Foundation Maths Past Paper 1 (Calculator)
Use Calculator :Yes
2:00

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Question 1 - GCSE OCR Higher Maths Past Paper 6 (Calculator) - June 2017
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3:00

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Question 5 - GCSE OCR Higher Maths Past Paper 4 (Calculator) - June 2017
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1:30

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Question 10 - GCSE OCR Foundation Maths Past Paper 1 (Calculator) - November 2017
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4:00

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Question 15 - GCSE OCR Foundation Maths Past Paper 3 (Calculator) - June 2018
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Percentage Change - GCSE Mathematics - Revision and Examples

1. Percentage Change

Percentage change can also be called percentage increase, percentage decrease, percentage profit, percentage gain, percentage reduction or percentage loss.

When we calculate percentage change, we are determining how much something has changed relative to its initial value. 

We use the percentage change formula:

GCSE Topicwise Percentage Change Article Image 04

1.1 How to calculate Percentage Change?

In order to calculate percentage change, we use the following methods: 

  1. Work out change i.e. how much the value has changed using subtraction.
  2. Apply the percentage change formula:

          GCSE Topicwise Percentage Change Article Image 04

    3. Simplify the fraction if necessary using equivalent fractions. 

    4. Convert the fraction to a decimal. 

    5. Calculate percentage change.

Example: In 2000 the minimum wage for adults was £3.60 per hour. In 2016 it was £6.31 per hour. Work out the percentage increase in the minimum wage..

Solution:

GCSE Percentage Change Image 01

Example: The table shows information about the population of a city.

Population in 2001 Population in 2011
4,20,000 4,80,000

John claims,

"From 2011 to 2021 the population of the city will increase by the same percentage as from 2001 to 2011" 

He works out, 

The population increase from 2001 to 2011 = 4,80,000 - 4,20,000 = 60,000

The population in 2021 = 4,80,000 + 60,000 = 5,40,000

Does the population of 5,40,000 match his claim? 

Solution: 

GCSE Percentage Change Image 02

Example: Last year Aaniya paid £245 for her car insurance. This year she has to pay £883 for her car insurance. Work out the percentage increase in the cost of her car insurance.

Solution: 

GCSE Percentage Change Image 03

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