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Banks and Banking
What banks do you know
of?
Can you name some?
SO MANY BANKS!!!
• Why do you think there are different banks
instead of just one?
• What might people look for in a bank?
• Why would you save with a bank?
OLI – To calculate interest rates and
decide on the best bank
• Today you are going to calculate the amount
of money a customer would gain in interest
with different banks.
• Answer the questions and decide which bank
offers the best interest rate.
HOW TO CALCULATE INTEREST
• Let’s try an example:
• John puts £250 into his bank account with
Northern Bank
• Northern bank are giving a 5% interest rate
• First find 1% of John’s money - £2.50
• Now times it by the interest rate - £2.50 x5
• This gives us the amount of interest which is
£12.50
• How much money does John have in his bank
account now?
Compound interest
• If John now has £262.50 and the interest rate is
still 5%, how can we calculate his second year?
• £262.50 divided by 100 = 2.625 or £2.63
• £2.63x5=£13.15
• Add this to the original £262.50
• His total in the second year is £275.65
• How much has John gained in interest over two
years?
Success Criteria
• Find 1% of the customer’s original amount
(divide by 100)
• Multiply this by the interest rate
• This shows the money gained in interest
• Add this to the original amount to find the
new bank balance

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Calculate Bank Interest Rates

  • 1. Banks and Banking What banks do you know of? Can you name some?
  • 2.
  • 3.
  • 4.
  • 5.
  • 6.
  • 7. SO MANY BANKS!!! • Why do you think there are different banks instead of just one? • What might people look for in a bank? • Why would you save with a bank?
  • 8. OLI – To calculate interest rates and decide on the best bank • Today you are going to calculate the amount of money a customer would gain in interest with different banks. • Answer the questions and decide which bank offers the best interest rate.
  • 9. HOW TO CALCULATE INTEREST • Let’s try an example: • John puts £250 into his bank account with Northern Bank • Northern bank are giving a 5% interest rate • First find 1% of John’s money - £2.50 • Now times it by the interest rate - £2.50 x5 • This gives us the amount of interest which is £12.50 • How much money does John have in his bank account now?
  • 10. Compound interest • If John now has £262.50 and the interest rate is still 5%, how can we calculate his second year? • £262.50 divided by 100 = 2.625 or £2.63 • £2.63x5=£13.15 • Add this to the original £262.50 • His total in the second year is £275.65 • How much has John gained in interest over two years?
  • 11. Success Criteria • Find 1% of the customer’s original amount (divide by 100) • Multiply this by the interest rate • This shows the money gained in interest • Add this to the original amount to find the new bank balance