$100 in the future is worth less than $100 today if the interest rate is 8%. | |||||||
A certain amount of money will grow at the prevailing | |||||||
interest rate to become $100 in the future. | |||||||
Lets say you have $100 five years from today at an | |||||||
interest rate of 8%. | |||||||
Find out the present value of $100 five years from | |||||||
today. | |||||||
Discount it back five years at an interest rate of 8%. | |||||||
Present Value = Future value/ ((1+r)^t) | |||||||
where r is the interest rate and t is the time period in years. | |||||||
Future value = 100 | |||||||
r = .08 | |||||||
t = 5. | |||||||
Present Value = 100/ ((1.08)^5) | |||||||
Present value is $68.05. |
In other words, $100 five years from today is worth $68.05 today.
Question 13 10 points Save Answer Why does $100 in the future not have the same...
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