Time value of money-rent payments


Question 1: The present value of a single sum of $100 to be received in 10 years and discounted at a annual 12% rate on a semi-annual basis is:

a. $32.19
b. $31.18
c. $100
d. $310.58

Question 2: The best way to compare two sums to be received at different times in the future is to compute:

a. The present value of each sum.
b. The future value of each sum
c. Compare each sum directly without regard to compound interest
d. None of these

Question 3: Which factor would you use when computing the present value of a series of rent payments, assuming the rent is paid at the beginning of each period as in a standard lease:

a. PVIFA(periods, rate)
b. FVIFA(periods, rate)
c.  PVIFA(periods, rate) x (1+rate)
d. PVIF(periods, rate)

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Microeconomics: Time value of money-rent payments
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