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1. Randy Owen invested \$6,700 at 12% annual interest, and left the money invested without withdrawing any of the interest for 10 years. At the end of the 10 years, Randy withdrew the accumulated amount of money.

(a) What amount did Randy withdraw, assuming the investment earns simple interest?

The amount Randy withdrew
\$

(b) What amount did Randy withdraw, assuming the investment earns interest compounded annually? (Round answer to 2 decimal places, e.g. 25.25.)

The amount Randy withdrew
\$

2.
For each of the following cases,

(1) In Table 1 (future value of 1):

Annual Rate
Number of
Years Invested
Compounded
Case A
4%
6 Annually
Case B 10% 6 Semiannually

(2) In Table 2 (future value of an annuity of 1):

Annual Rate
Number of
Years Invested
Compounded
Case A
4%
10 Annually
Case B 10% 6 Semiannually

Indicate to what interest rate columns you would refer in looking up the future value factor.

Table 1
Table 2
Case A
%
%
Case B
%
%

Indicate to what number of periods you would refer in looking up the future value factor.

Table 1
Table 2
Case A
periods
periods
Case B
periods
periods

3. Joyce Company signed a lease for an office building for a period of 10 years. Under the lease agreement, a security deposit of \$7,400 is made. The deposit will be returned at the expiration of the lease with interest compounded at 10% per year.

What amount will Joyce receive at the time the lease expires? (Round answer to 2 decimal places, e.g. 25.25.)

Amount at the time the lease expires
\$

4. Bates Company issued \$1,200,000, 10-year bonds and agreed to make annual sinking fund deposits of \$79,000. The deposits are made at the end of each year into an account paying 8% annual interest.

What amount will be in the sinking fund at the end of 10 years? (Round answer to 2 decimal places, e.g. 25.25.)

Amount in the sinking fund
\$

5. Frank and Maureen Fantazzi invested \$5,800 in a savings account paying 8% annual interest when their daughter, Angela, was born. They also deposited \$1,400 on each of her birthdays until she was 15 (including her 15th birthday).

How much was in the savings account on her 15th birthday (after the last deposit)? (Round answer to 2 decimal places, e.g. 25.25.)

Amount on 15th birthday
\$

6. Hugh Curtin borrowed \$33,100 on July 1, 2012. This amount plus accrued interest at 5% compounded annually is to be repaid on July 1, 2017.

How much will Hugh have to repay on July 1, 2017? (Round answer to 2 decimal places, e.g. 25.25.)

Amount to be repaid on July 1, 2017
\$

7. For each of the following cases,

(1) In Table 3 (present value of 1):

Annual Rate
Number of
Years Involved
Discounts
per Year
Case A
8% 5 Annually
Case B 11% 8 Annually
Case C 8% 9 Semiannually

(2) In Table 4 (present value of an annuity of 1):

Annual Rate
Number of
Years Involved
Number of
Payments Involved
Frequency of
Payments
Case A
11% 18 18 Annually
Case B 11% 6 6 Annually
Case C 8% 4 8 Semiannually

Indicate to what interest rate columns you would refer in looking up the discount rate.

Table 3
Table 4
Case A
%
%
Case B
%
%
Case C
%
%

Indicate to what number of periods you would refer in looking up the discount rate.

Table 3
Table 4
Case A
periods
periods
Case B
periods
periods
Case C
periods
periods

8.

(a) What is the present value of \$29,900 due 10 periods from now, discounted at 8%? (Round answer to 2 decimal places, e.g. 25.25.)

Present value
\$

(b) What is the present value of \$29,900 to be received at the end of each of 6 periods, discounted at 5%? (Round answer to 2 decimal places, e.g. 25.25.)

Present value
\$

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