Question
A $8700 investment grows to $11100 in 13 years. If the investment has interest compounded quarterly, determine the interest rate.
A) 9.81% B) 2.38% C) 1.88% D) 19.59%
A) 9.81% B) 2.38% C) 1.88% D) 19.59%
Answers
let the quarterly rate be j
(you will have to multiply j by 4 at the end to get the annual rate)
8700(1+j)^52 = 11100
(1+j)^52 = 1.275862..
take 52nd root, that is
1+j = 1.275862^(1/52) = .....
I matched one of your choices
(you will have to multiply j by 4 at the end to get the annual rate)
8700(1+j)^52 = 11100
(1+j)^52 = 1.275862..
take 52nd root, that is
1+j = 1.275862^(1/52) = .....
I matched one of your choices
I got C
Related Questions
An investment of $2,000 is earning interest at the rate of 6.2% compounded quarterly over 5 years. A...
An investment of $2500 accumulates at 6% p.a compounded semi annually for 3 years. At that time, the...
At what rate of interest would an investment have to be paid for an initial $900 to grow into $1400...
4. You invest $2000 in an investment that earns 6% interest, compounded quarterly. How much will the...