From opening your own bank account to managing your money successfully, you will learn to handle your personal finances carefully and ensure that you are always able to manage repayments for loans.
When you borrow money from a bank, building society or a lending company, it is called a loan. People must pay interest on top of the amount of money they borrow. The interest is worked out as a percentage of how much money was borrowed. The longer it takes to pay back the loan the more interest will be charged.
Interest is calculated in the same way as a savings account, but this time the customer is paying the bank the money.
Example
Ieuan is in university and needs to take out a £9,000 student loan in his final year. The rate of interest is 3% AERAnnual Equivalent Rate, a rate of interest worked out on an annual rate taking into account compound interest. and he is hoping to have enough funds to pay it back after three years. How much will he owe at the end of the three years?
You will need to find 3% of the original amount and then add it on. This will show how much is owed at the end of the first year. You will then need to find 3% of the new amount to see how much is owed at the end of the second year, and then use the same method to work out how much is owed at the end of the third year.
This table shows how you would arrive at your answer:
At the end of the first year Ieuan will have the full amount of money (100%) and the interest (3%). So he has 103% which as a decimal is 1.03. This is our multiplierAn amount that each number or numbers will be multiplied by..
After the first year he will owe: 9,000 × 1.03 = £9,270
In the second year it will be: 9,270 × 1.03 = £9,548.10
After the final year it will be: 9,548.10 × 1.03 = £9,834.543
or, 9,000 x 1.033
As it is money you have to round your answer to two decimal places: £9,834.54.
Question
Megan needs to take out a £6,000 loan as she wants to go travelling. The rate of interest is 5% AER. How much interest will she pay after two years?
£6,000 × 1.052 = £6,615
This gives the amount of money, not the interest.
Take the original amount of money away from the final amount.