Verified Answer :

The answer is $736.96
 formula W=p(1+i/q) (qy)
where p=360 , y=18 (years) , i-0.04 , q=4 (quarterly compounding)
 W=360(1+.01)
72 
 =360*2.0471

Answer:

amount = $736.955

Explanation:

given data

principal = $360

interest rate = 4% per year  = 0.04

time = 18  year

to find out

how much the investment

solution

we will apply here formula for amount that is express as

amount = principal × \((1 +\frac{r}{q})^{qt}\)     ...........................1

here r is interest rate and t is time and q is quarterly compounding that is 4

so put here all value we get

amount = principal × \((1+ \frac{r}{q})^{qt}\)

amount = 360 × \((1+ \frac{0.04}{4})^{4*18}\)

amount = 360 × \((1.01)^{72}\)

amount = $736.955