Jill has $100 and is tempted to buy 10 t-shirts, with each one costing $10. However, she realizes that if she saves the money in a bank account she should be able to buy 11 t-shirts one year later. If the cost of the t-shirt increases by the rate of inflation, i.e. 4%, how much would her nominal and real rates of return have to be?
Please show BAII Plus process
Per t-shirt cost would be $10.40 after a year because = $10 x (1+inflation) = 10 x (1+4%) = $10.4
Using financial calculator BA II Plus - Input details: |
# |
FV = Future Value = 11 x $10.40 = |
-$114.40 |
PV = Present Value = |
$100.00 |
N = Total number of periods = Number of years x frequency = |
1 |
PMT = Payment = Payment / frequency = |
$0.00 |
CPT > I/Y = Rate per period or YTM per period = Nominal rate |
14.40 |
Convert in annual rate = Rate = Nominal Rate / 100 = |
14.40% |
Real rate of return = (1+14.40%)/(1+4%)-1 = 10%
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