Chapter 9: Current Liabilities, Contingencies, and the Time Value of Money
38. The solution to this problem requires time value of money calculations. Reference to Tables 9-1 through
9-4 in the text is necessary to complete the calculations.
To calculate the future value of an amount that is invested at 12%, compounded quarterly, at the end of three
years, the interest factor used would be
a. 1% for 12 periods
b. 12% for three periods
c. 3% for 12 periods
d. 3% for four periods
39. The solution to this problem requires time value of money calculations. Reference to Tables 9-1 through
9-4 in the text is necessary to complete the calculations.
For a given single sum invested at 8% for 4 years, how will the future value be affected if the compounding
period is changed from annual to quarterly?
a. The future value will decrease.
b. The future value will stay the same.
c. There is not enough information to determine the impact.
d. The future value will increase.
40. The solution to this problem requires time value of money calculations. Reference to Tables 9-1 through
9-4 in the text is necessary to complete the calculations.
The table factor for the future value of an annuity for 4 annual deposits at 8% is
a. the cumulative total of the future value of $1 factors for 4 deposits at 8%.
b. the reciprocal of the future value of $1 factor for n = 4 and 8%.
c. the same as for the future value of $1 multiplied by 4.
d. the same as using the future value of $1 factors at 8% for 3, 2, 1 and 0 periods.
Match each of the following terms related to interest and time value of money calculations to their
appropriate definition.
a. Time value of money
b. Simple interest
c. Compound interest
d. Future value of a single amount
e. Present value of a single amount
f. Annuity
g. Future value of an annuity
h. Present value of an annuity