Find the present value of $3,300 under each of the following
rates and periods: (Round your final answer to the
nearest penny.)
a. 8.9 percent compounded monthly for five
years.
Present value | $ |
b. 6.6 percent compounded quarterly for eight
years.
Present value | $ |
c. 4.3 percent compounded daily for four
years.
Present value | $ |
d. 5.7 percent compounded continuously for three
years.
Present value | $ |
Present value = Future value / (1+ (rate per period/no. of compounding per year)^(no. of periods*no. of compounding per year)
Answer a
Present value =
3300/(1+(.089/12))^(5*12)
= 3300/1.55792982687
= 2118
Answer b
Present value =
3300/(1+(.066/4))^(8*4)
= 3300/1.6882480438
= 1955
Answer c
Present value =
3300/(1+(.043/365))^(4*365)
= 3300/1.18766580125
= 2779
Answer d
Present value = Future
value/e^(rt)
= 3300/e^(5.7*3)
= 3300/1.18649074902
= 2781
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