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Percentage change

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EasyQuestion 1
[2 marks]
A shop buys a jacket for £40 and sells it for £52. Work out the percentage profit.
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MediumQuestion 2
[3 marks]
The population of a town was 45,000 in 2020. In 2023, the population was 51,300. Work out the percentage increase.
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HardQuestion 3
[4 marks]
Amy bought a car for £8,500. After 3 years, she sold it for £4,930. (a) Calculate the percentage decrease in the car's value. (b) If the car lost the same percentage of its value each year, what was the annual percentage decrease?
Solution for Question 3

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About Percentage change in AQA GCSE

Percentage change measures how much something has increased or decreased as a percentage of the original. The formula is: Percentage change = (Change ÷ Original) × 100. If the result is positive, it's a percentage increase. If negative, it's a percentage decrease. Always divide by the ORIGINAL value, not the new value - this is a common mistake. Percentage change is used for profit/loss calculations, population growth, price changes, and comparing data over time. For example, if a share price goes from £50 to £65, the change is £15, so percentage change = (15 ÷ 50) × 100 = 30% increase.

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