Asked by David
3. If the banks returned all the money plus interest accumulated from 1938 to 1998 it could be calculated using A=A0 (1.05)^t where A is the amount of money to be returned A0 was the initial amount and t is the number of years since 1938. (Notice that this formula assumes a very modest interest of 5percent per year) for the purposes of this example, let's assume the initial amount deposited A0 was $5000.00
A. How much money would be in the account in 1998?
B. What year would there be $25000.00 in the account?
C. If the initial amount invested was doubled, how much money is there in 1998?
A. How much money would be in the account in 1998?
B. What year would there be $25000.00 in the account?
C. If the initial amount invested was doubled, how much money is there in 1998?
Answers
Answered by
Steve
A. 1998 is 60 years after 1938. So plug in t=60
B. solve for t in 1.05^t = 50
C. double A0 and the later amounts also double.
B. solve for t in 1.05^t = 50
C. double A0 and the later amounts also double.
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