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GCSE Maths Revision Guide

Compound Interest

Using multipliers to calculate compound interest and exponential growth. This free GCSE Maths module combines short explanations, worked examples, flashcard-style recall, and timed practice so students can revise the topic without creating an account.

Foundation Skills

Multipliers

Transform a percentage increase into a decimal multiplier.

Example: Increase by 5% โ†’ 100% + 5% = 105% โ†’ ร— 1.05. Decrease by 10% โ†’ 100% - 10% = 90% โ†’ ร— 0.9

Step-by-Step Method

For a 2-year increase, multiply the principal by the multiplier, then multiply the result by the multiplier again.

Simple vs Compound

Simple interest only pays on the original amount. Compound interest pays on the NEW total every year.

Reverse Percentages

To find the original value AFTER a change, divide by the multiplier.

Example: Sale price ยฃ90 (10% off) โ†’ 90 รท 0.9 = ยฃ100 original.

Higher Skills

The Power Formula

Calculate compound interest for many years in one step.

Formula: Total = P ร— (multiplier)โฟ

Example: ยฃ1000 for 5 years at 3%: 1000 ร— 1.03โต = ยฃ1159.27

Exponential Decay

Use a multiplier less than 1 to model things losing value over time (depreciation).

Example: Car losing 20% value per year for 3 years: P ร— 0.8ยณ

Financial Interest Problems

Interest is often calculated monthly or quarterly. The period (n) must match the interest rate frequency.

Comparing Deals

Work out the final amount for two different interest options to see which is the better deal over a set number of years.

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