Starter quiz
- Heidi has calculated that £50 saved for 3 years with 3% compound interest would return £54.63. What mistake has she made?
- She has calculated simple interest.
- She has calculated 4 years not 3.
- She has not rounded correctly. ✓
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- What is the amount of simple 1.9% interest earned on an investment of £900 over 4 years?
- '68.40' ✓
- The cost of a game increases by 3% each month for 3 months. It now costs £36.06. What was the original price?
- £32
- £33 ✓
- £31
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- What is the amount of simple 2.7% interest earned on an investment of £25000 over 3 years?
- '2025' ✓
- What is the amount of compound 3% interest earned on an investment of £1800 over 2 years?
- '109.62' ✓
- What is the amount of simple 3.8% interest earned on an investment of £9000 over 3 years?
- '1026' ✓
Exit quiz
- What is the correct multiplier for compound interest over 5 years at 3.2%?
- ✓
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- What is the correct multiplier for compound interest over 4 years at 1.5%?
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- ✓
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- What is the correct multiplier for compound interest over 9 years at 0.7%?
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- ✓
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- What is the correct multiplier for compound interest over 5 years at 0.5%?
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- ✓
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- What is the correct multiplier for compound interest over 8 years at 8%?
- ✓
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- What is the correct multiplier for compound interest over 12 years at 1.2%?
- ✓
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Worksheet
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Presentation
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Video
Lesson Details
Key learning points
- Calculators are very useful here as they can be programmed efficiently.
- This saves time and can reduce error.
- It is also quick to reverse the process to find the original amount.
- The use of a multiplier ensures greater efficiency.
Common misconception
A single digit percentage is incorrectly worked out by dividing by 10 and not 100 e.g 3% = 0.3. This error continues when increasing amounts e.g increase 40 by 3% has a multiplier of 1.3
Remind pupils that to covert a percentage into a decimal we divide by 100. This applies with increase too e.g 120% has a multiplier of 1.2
Keywords
Compound interest - Compound interest is the interest calculated on the original amount and the interest accumulated over the previous period.
Exponential form - When a number is multiplied by itself multiple times, it can be written more simply in exponential form.
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