As the discount rate becomes higher and higher, the present value of inflows approaches
A. 0B. minus infinity
C. plus infinity
D. need more information
An annuity may be defined as
A. a payment at a fixed interest rate.
B. a series of payments of unequal amount.
C. a series of yearly payments.
D. a series of consecutive payments of equal amounts.
A. a payment at a fixed interest rate.
B. a series of payments of unequal amount.
C. a series of yearly payments.
D. a series of consecutive payments of equal amounts.
You are to receive $12,000 at the end of 5 years. The available yield on investments is 6%. Which table would you use to determine the value of that sum today?
A. Present value of an annuity of $1
B. Future value of an annuity
C. Present value of $1
D. Future value of $1
A. Present value of an annuity of $1
B. Future value of an annuity
C. Present value of $1
D. Future value of $1
As the interest rate increases, the present value of an amount to be received at the end of a fixed period
A. increases.
B. decreases.
C. remains the same.
D. Not enough information to tell.
B. decreases.
C. remains the same.
D. Not enough information to tell.
As the time period until receipt increases, the present value of an amount at a fixed interest rate
A. decreases.
B. remains the same.
C. increases.
D. Not enough information to tell.
B. remains the same.
C. increases.
D. Not enough information to tell.
To find the yield on investments which require the payment of a single amount initially, and which then return a single amount some time in the future, the correct table to use is
A. the present value of $1
B. the future value of $1
C. present value of an annuity of $1
D. (a) and (b) above.
B. the future value of $1
C. present value of an annuity of $1
D. (a) and (b) above.
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