KS3 Simple Interest Revision | KS3 Maths Resources

What you need to know

Things to remember:

  • You need to pay attention to how long an investment is and how often interest is gained or paid.
  • Knowing how to find basic percentages will help.

Let’s look at some key vocabulary:

Interest refers to how much money you gain or pay based on a principal amount of money.

Principal amount refers to how much money is involved to start with.

Simple interest stays the same, the amount going up or down by the same amount each time.

We also need to remember how we find some of our basic percentage amounts.

Percentage Division

100% \div1

50% \div2

25% \div4

20% \div5

10% \div10

5% \div20

4% \div25

2% \div50

1% \div100

You invest £2500 with a company who tell you that you will gain 2% interest every year for 7 years. How much money is your investment worth at the end?

 

We will look at this in 3 steps.

 

Step 1: Find how much your investment changes by each year.

Percentage Division

2% \div50

\pounds2500 \div 50=\pounds50

Step 2: Multiply the amount found in Step 1 by how long the investment is.

\pounds50\times5=\pounds250

Step 3: Add the value in Step 2 to the original amount.

\pounds2500+\pounds250=\pounds2750

You borrow £200 and pay back 4% every month. How much will you have left to pay after 6 months?

Step 1: Find how much your investment changes by each month.

Percentage Division

4% \div25

\pounds200 \div 25=\pounds8

Step 2: Multiply the amount found in Step 1 by how long you have been paying back for.

\pounds8\times6=\pounds48

Step 3: Subtract the value in Step 2 from the original amount.

\pounds200-\pounds48=\pounds152

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Example Questions

Step 1: Find how much your investment changes by each year.

 

Percentage Division

10% \div10

 

\pounds300 \div 10=\pounds30

 

Step 2: Multiply the amount found in Step 1 by how long the investment is.

 

\pounds30\times7=\pounds210

 

Step 3: Add the value in Step 2 to the original amount.

 

\pounds300+\pounds210=\pounds510

Step 1: Find how much your investment changes by each month.

 

Percentage Division

20% \div5

 

\pounds870 \div 5=\pounds174

 

Step 2: Multiply the amount found in Step 1 by how long you have been paying back for.

 

\pounds174\times3=\pounds522

 

Step 3: Subtract the value in Step 2 from the original amount.

 

\pounds870-\pounds522=\pounds348

KS3 Maths Revision Cards

KS3 Maths Revision Cards

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  • All of the major KS2 Maths SATs topics covered
  • Practice questions and answers on every topic
  • Detailed model solutions for every question
  • Suitable for students of all abilities.

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