Gen is interested in seeing how the money grows. Her mom suggests that she take the money in her piggy bank....

Question

Gen is interested in seeing how the money grows. Her mom suggests that she takes the money in her piggy bank and deposits it in a local bank paying 8.5% compounded quarterly. IF she finds $700 in the piggy bank, how much will it grow to in 10 years?

would i multiply the 8.5% by 4 then use the FV formula?

9/5/2013 | Barbara from Sumter, SC |

2 Answers | 0 Votes

Answer 1

Remember that the formula for interest problems is: A = P(1+(i/n))^nt

where A = amount

P = principal (the dollars you start with)

i = annual interest rate

n = number of times compounded per year

t = number of years

In this problem P = 700, i = 0.085, n = 4 (quarterly), and t = 10

So, the equation becomes A = 700(1 + (0.085/4))^4*10

Answer 2

If 8.5% is the APR, annual percentage rate, then the total sum after 10 years will be

S=$700*(1+0.085/4)^4*10=$1,623.23

If it is the interest rate in one quarter, then

S=$700*(1+0.085)^4*10=$18,293.11

9/5/2013 | Kirill Z.

Gen is interested in seeing how the money grows. Her mom suggests that she take the money in her piggy bank....

2 Answers

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