Items 56 through 58 apply to the appropriate use of interest tables.
Given below are the future value factors for 1 at 8% for one to five periods.
Each of the items 56 to 58 is based on 8% interest compounded annually.
Periods Future Value of 1 at 8%
1 1.080
2 1.166
3 1.260
4 1.360
5 1.469
56. What
amount should be deposited in a bank account today to grow to $10,000 three
years from today?
a. $10,000 × 1.260
b. $10,000 × 1.260 × 3
c. $10,000 ÷ 1.260
d. $10,000 ÷ 1.080 × 3
57. If
$3,000 is put in a savings account today, what amount will be available three
years from today?
a. $3,000 ÷ 1.260
b. $3,000 × 1.260
c. $3,000 × 1.080 × 3
d. ($3,000 × 1.080) +
($3,000 × 1.166) + ($3,000 × 1.260)
58. If
$4,000 is put in a savings account today, what amount will be available six
years from now?
a. $4,000 × 1.080 × 6
b. $4,000 × 1.080 ×
1.469
c. $4,000 × 1.166 × 3
d. $4,000 × 1.260 × 2
Items 59 through 61 apply to the appropriate use
of present value tables. Given below are the present value factors for $1.00
discounted at 10% for one to five periods. Each of the items 59 to 61 is based
on 10% interest compounded annually.
Present
Value of $1
Periods Discounted at 10% per
Period
1 0.909
2 0.826
3 0.751
4 0.683
5 0.621
59. If
an individual put $4,000 in a savings account today, what amount of cash would
be available two years from today?
a. $4,000 × 0.826
b. $4,000 × 0.826 × 2
c. $4,000 ÷ 0.826
d. $4,000 ÷ 0.909 × 2
60. What
is the present value today of $6,000 to be received six years from today?
a. $6,000 × 0.909 × 6
b. $6,000 × 0.751 × 2
c. $6,000 × 0.621 ×
0.909
d. $6,000 × 0.683 × 3
61. What
amount should be deposited in a bank today to grow to $3,000 three years from
today?
a. $3,000 ÷ 0.751
b. $3,000 × 0.909 × 3
c. ($3,000 × 0.909) +
($3,000 × 0.826) + ($3,000 × 0.751)
d. $3,000 × 0.751
62. At
the end of two years, what will be the balance in a savings account paying 6%
annually if $5,000 is deposited today? The future value of one at 6% for one period
is 1.06.
a. $5,000
b. $5,300
c. $5,600
d. $5,618
63. Mordica Company will receive $100,000 in 7
years. If the appropriate interest rate is 10%, the present value of the
$100,000 receipt is
a. $51,000.
b. $51,316.
c. $151,000.
d. $194,872.
64. Dunston Company will receive $100,000 in a
future year. If the future receipt is discounted at an interest rate of 10%,
its present value is $51,316. In how many years is the $100,000 received?
a. 5 years
b. 6 years
c. 7 years
d. 8 years
65. Milner Company will invest $200,000 today.
The investment will earn 6% for 5 years, with no funds withdrawn. In 5 years,
the amount in the investment fund is
a. $200,000.
b. $260,000.
c. $267,646.
d. $268,058.
66. Barber Company will receive $500,000 in 7
years. If the appropriate interest rate is 10%, the present value of the
$500,000 receipt is
a. $255,000.
b. $256,580.
c. $755,000.
d. $974,360.
67. Barkley Company will receive $100,000 in a
future year. If the future receipt is discounted at an interest rate of 8%, its
present value is $63,017. In how many years is the $100,000 received[l1] ?
a. 5 years
b. 6 years
c. 7 years
d. 8 years
68. Altman Company will invest $300,000 today.
The investment will earn 6% for 5 years, with no funds withdrawn. In 5 years,
the amount in the investment fund is
a. $300,000.
b. $390,000.
c. $401,469.
d. $402,087.
69. John Jones won a lottery that will pay him
$1,000,000 after twenty years. Assuming an appropriate interest rate is 5%
compounded annually, what is the present value of this amount?
a. $1,000,000.
b. $2,653,300.
c. $12,462,210.
d. $376,890.
70. Angie invested $50,000 she received from
her grandmother today in a fund that is expected to earn 10% per annum. To what
amount should the investment grow in five years if interest is compounded
semi-annually?
a. $77,567.
b. $80,525.
c. $81,445.
d. $88,578.
71. Bella requires $80,000 in four years to
purchase a new home. What amount must be invested today in an investment that
earns 6% interest, compounded annually?
a. $63,367.
b. $65,816.
c. $96,891.
d. $100,998.
72. What interest rate (the nearest percent)
must Charlie earn on a $75,000 investment today so that he will have $190,000
after 12 years?
a. 6%.
b. 7%.
c. 8%.
d. 9%.
73. Ethan has $20,000 to invest today at an
annual interest rate of 4%. Approximately how many years will it take before
the investment grows to $40,500?
a. 18 years.
b. 20 years.
c. 16 years.
d. 11 years.
74. Jane wants to set aside funds to take an
around the world cruise in four years. Assuming that Jane has $5,000 to invest
today in an account expected to earn 6% per annum, how much will she have to
spend on her vacation?
a. $3,960.
b. $6,312.
c. $21,873.
d. $6,691.
75. Jane wants to set aside funds to take an
around the world cruise in four years. Jane expects that she will need $12,000
for her dream vacation. If she is able to earn 8% per annum on an investment,
how much will she have to set aside today so that she will have sufficient
funds available?
a. $2,663.
b. $16,325.
c. $8,820.
d. $8,167.
76. What would you pay for an investment that
pays you $1,000,000 after forty years? Assume that the relevant interest rate
for this type of investment is 6%.
a. $31,180.
b. $311,800.
c. $97,220.
d. $103,670.
77. What would you pay for an investment that
pays you $10,000 at the end of each year for the next ten years and then
returns a maturity value of $150,000 after ten years? Assume that the relevant
interest rate for this type of investment is 8%.
a. $69,479.
b. $67,101.
c. $72,468.
d. $136,579.
78. Anna has $60,000 to invest. She requires
$100,000 for a down payment for a house. If she is able to invest at 6%, how
many years will it be before she will accumulate the desired balance?
a. 6 years.
b. 7 years.
c. 8 years.
d. 9 years.
79. On
January 1, 2012, Ball Co. exchanged equipment for a $160,000
zero-interest-bearing note due on January 1, 2015. The prevailing rate of
interest for a note of this type at January 1, 2012 was 10%. The present value
of $1 at 10% for three periods is 0.75. What amount of interest revenue should
be included in Ball's 2013 income statement?
a. $0
b. $12,000
c. $13,200
d. $16,000
80. If
Jethro wanted to save a set amount each month in order to buy a new pick-up
truck when the new models are next available, which time value concept would be
used to determine the monthly payment?
a. Present value of
one.
b. Future value of
one.
c. Present value of an
annuity due.
d. Future value of an
ordinary annuity.
81. Betty
wants to know how much she should begin saving each month to fund her
retirement. What kind of problem is this?
a. Present value of
one.
b. Future value of an
ordinary annuity.
c. Present value of an
ordinary annuity.
d. Future value of
one.
P82 If the interest rate is 10%, the factor
for the future value of annuity due of 1 for n = 5, i = 10% is equal to the
factor for the future value of an ordinary annuity of 1 for n = 5, i = 10%
a. plus 1.10.
b. minus 1.10.
c. multiplied by 1.10.
d. divided by 1.10.
83. Which
statement is false?
a. The factor for the
future value of an annuity due is found by multiplying the ordinary annuity
table value by one plus the interest rate.
b. The factor for the
present value of an annuity due is found by multiplying the ordinary annuity
table value by one minus the interest rate.
c. The factor for the
future value of an annuity due is found by subtracting 1.00000 from the
ordinary annuity table value for one more period.
d. The factor for the
present value of an annuity due is found by adding 1.00000 to the ordinary
annuity table value for one less period.
84. What
amount will be in an 8% bank account three years from now if $6,000 is invested
each year for four years with the first investment to be made today?
a. ($6,000 × 1.260) +
($6,000 × 1.166) + ($6,000 × 1.080) + $6,000
b. $6,000 × 1.360 × 4
c. ($6,000 × 1.080) +
($6,000 × 1.166) + ($6,000 × 1.260) + ($6,000 × 1.360)
d. $6,000 × 1.080 × 4
85. Lucy and Fred want to begin saving for
their baby's college education. They estimate that they will need $250,000 in
eighteen years. If they are able to earn 6% per annum, how much must be
deposited at the beginning of each of the next eighteen years to fund the
education?
a. $8,089.
b. $7,631.
c. $13,889.
d. $7,405.
86. Lucy and Fred want to begin saving for
their baby's college education. They estimate that they will need $350,000 in
eighteen years. If they are able to earn 5% per annum, how much must be
deposited at the end of each of the next eighteen years to fund the education?
a. $13,554.
b. $29,941.
c. $28,960.
d. $12,441.
87. Jane wants to set aside funds to take an
around the world cruise in four years. Jane expects that she will need $12,000
for her dream vacation. If she is able to earn 8% per annum on an investment,
how much will she need to set aside at the beginning of each year to accumulate
sufficient funds?
a. $2,663.
b. $16,325.
c. $8,820.
d. $2,466.
88. Spencer Corporation will invest $10,000
every December 31st for the next six years (2012 – 2017). If Spencer will earn
12% on the investment, what amount will be in the investment fund on December
31, 2017?
a. $41,114.
b. $46,048.
c. $81,152.
d. $90,890.
89. Tipson Corporation will invest $10,000
every January 1st for the next six years (2012 – 2017). If Linton will earn 12%
on the investment, what amount will be in the investment fund on December 31,
2017?
a. $41,114
b. $46,048.
c. $81,152.
d. $90,890.
90. Renfro Corporation will invest $30,000
every December 31st for the next six years (2012 – 2017). If Renfro will earn
12% on the investment, what amount will be in the investment fund on December
31, 2017?
a. $123,342
b. $138,144.
c. $243,456.
d. $272,670.
91. Vannoy Corporation will invest $25,000
every January 1st for the next six years (2012 – 2017). If Wagner will earn 12%
on the investment, what amount will be in the investment fund on December 31,
2017?
a. $102,785.
b. $115,120.
c. $202,880.
d. $227,225.
92. On
January 1, 2012, Kline Company decided to begin accumulating a fund for asset
replacement five years later. The company plans to make five annual deposits of
$50,000 at 9% each January 1 beginning in 2012. What will be the balance in the
fund, within $10, on January 1, 2017 (one year after the last deposit)? The
following 9% interest factors may be used.
Present
Value of Future Value of
Ordinary
Annuity Ordinary Annuity
4 periods 3.2397 4.5731
5 periods 3.8897 5.9847
6 periods 4.4859 7.5233
a. $326,166
b. $299,235
c. $272,500
d. $250,000
Use
the following 8% interest factors for questions 93 through 96.
Present
Value of Future Value of
Ordinary
Annuity Ordinary Annuity
7 periods 5.2064 8.92280
8 periods 5.7466 10.63663
9 periods 6.2469 12.48756
93. What
will be the balance on September 1, 2018 in a fund which is accumulated by
making $8,000 annual deposits each September 1 beginning in 2011, with the last
deposit being made on September 1, 2018? The fund pays interest at 8%
compounded annually.
a. $85,093
b. $71,383
c. $60,480
d. $45,973
94. If
$5,000 is deposited annually starting on January 1, 2012 and it earns 8%, what
will the balance be on December 31, 2019?
a. $44,614
b. $48,183
c. $53,183
d. $57,438
95. Korman
Company wishes to accumulate $300,000 by May 1, 2019 by making 8 equal annual
deposits beginning May 1, 2011 to a fund paying 8% interest compounded
annually. What is the required amount of each deposit?
a. $52,205
b. $28,204
c. $26,115
d. $30,234
96. Al Darby wants to withdraw $20,000
(including principal) from an investment fund at the end of each year for five
years. How should he compute his required initial investment at the beginning
of the first year if the fund earns 10% compounded annually?
a. $20,000 times the
future value of a 5-year, 10% ordinary annuity of 1.
b. $20,000 divided by
the future value of a 5-year, 10% ordinary annuity of 1.
c. $20,000 times the
present value of a 5-year, 10% ordinary annuity of 1.
d. $20,000 divided by
the present value of a 5-year, 10% ordinary annuity of 1.
97. Sue Gray wants to invest a certain sum of
money at the end of each year for five years. The investment will earn 6%
compounded annually. At the end of five years, she will need a total of $40,000
accumulated. How should she compute her required annual invest-ment?
a. $40,000 times the
future value of a 5-year, 6% ordinary annuity of 1.
b. $40,000 divided by
the future value of a 5-year, 6% ordinary annuity of 1.
c. $40,000 times the
present value of a 5-year, 6% ordinary annuity of 1.
d. $40,000 divided by
the present value of a 5-year, 6% ordinary annuity of 1.
98. An
accountant wishes to find the present value of an annuity of $1 payable at the
beginning of each period at 10% for eight periods. The accountant has only one
present value table which shows the present value of an annuity of $1 payable
at the end of each period. To compute the present value, the accountant would
use the present value factor in the 10% column for
a. seven periods.
b. eight periods and
multiply by (1 + .10).
c. eight periods.
d. nine periods and
multiply by (1 – .10).
99. If
an annuity due and an ordinary annuity have the same number of equal payments
and the same interest rates, then
a. the present value
of the annuity due is less than the present value of the ordinary annuity.
b. the present value
of the annuity due is greater than the present value of the ordinary annuity.
c. the future value of
the annuity due is equal to the future value of the ordinary annuity.
d. the future value of
the annuity due is less than the future value of the ordinary annuity.
100. What
is the relationship between the present value factor of an ordinary annuity and
the present value factor of an annuity due for the same interest rate?
a. The ordinary annuity
factor is not related to the annuity due factor.
b. The annuity due
factor equals one plus the ordinary annuity factor for n-1 periods.
c. The ordinary annuity
factor equals one plus the annuity due factor for n+1 periods.
d. The annuity due
factor equals the ordinary annuity factor for n+1 periods minus one.
101. Paula
purchased a house for $300,000. After providing a 20% down payment, she
borrowed the balance from the local savings and loan under a 30-year 6%
mortgage loan requiring equal monthly installments at the end of each month.
Which time value concept would be used to determine the monthly payment?
a. Present value of
one.
b. Future value of one.
c. Present value of an
ordinary annuity.
d. Future value of an
ordinary annuity.
102. Stemway
requires a new manufacturing facility. Management found three locations; all of
which would provide needed capacity, the only difference is the price. Location
A may be purchased for $500,000. Location B may be acquired with a down payment
of $100,000 and annual payments at the end of each of the next twenty years of
$50,000. Location C requires $40,000 payments at the beginning of each of the
next twenty-five years. Assuming Stemway's borrowing costs are 8% per annum,
which option is the least costly to the company?
a. Location A.
b. Location B.
c. Location C.
d. Location A and
Location B.
103. What amount should an individual have in a
10% bank account today before withdrawal if $5,000 is needed each year for four
years with the first withdrawal to be made today and each subsequent withdrawal
at one-year intervals? (The balance in the bank account should be zero after
the fourth withdrawal.)
a. $5,000 + ($5,000 ×
0.909) + ($5,000 × 0.826) + ($5,000 × 0.751)
b. $5,000 ÷ 0.683 × 4
c. ($5,000 × 0.909) +
($5,000 × 0.826) + ($5,000 × 0.751) + ($5,000 × 0.683)
d. $5,000 ÷ 0.909 × 4
104. Pearson
Corporation makes an investment today (January 1, 2012). They will receive
$10,000 every December 31st for the next six years (2012 – 2017). If Pearson
wants to earn 12% on the investment, what is the most they should invest on
January 1, 2012?
a. $41,114.
b. $46,048.
c. $81,152.
d. $90,890.
105. Garretson Corporation will receive $10,000
today (January 1, 2010), and also on each January 1st for the next five years
(2013 – 2017). What is the present value of the six $10,000 receipts, assuming
a 12% interest rate?
a. $41,114.
b. $46,048.
c. $81,152.
d. $90,890.
106. Hiller
Corporation makes an investment today (January 1, 2012). They will receive
$20,000 every December 31st for the next six years (2012 – 2017). If Hiller
wants to earn 12% on the investment, what is the most they should invest on
January 1, 2012?
a. $82,228.
b. $92,096.
c. $162,304.
d. $181,780.
107. What amount should be recorded as the cost
of a machine purchased December 31, 2010, which is to be financed by making 8
annual payments of $6,000 each beginning December 31, 2011? The applicable
interest rate is 8%.
a. $42,000
b. $37,481
c. $63,820
d. $34,480
108. How
much must be deposited on January 1, 2010 in a savings account paying 6%
annually in order to make annual withdrawals of $20,000 at the end of the years
2010 and 2011? The present value of one at 6% for one period is .9434.
a. $36,668
b. $37,740
c. $40,000
d. $17,800
109. How much must be invested now to receive
$10,000 for 15 years if the first $10,000 is received today and the rate is 9%?
Present
Value of
Periods Ordinary Annuity at 9%
14 7.78615
15 8.06069
16 8.31256
a. $80,607
b. $87,862
c. $150,000
d. $73,125
110. Jenks
Company financed the purchase of a machine by making payments of $18,000 at the
end of each of five years. The appropriate rate of interest was 8%. The future
value of one for five periods at 8% is 1.46933. The future value of an ordinary
annuity for five periods at 8% is 5.8666. The present value of an ordinary
annuity for five periods at 8% is 3.99271. What was the cost of the machine to
Jenks?
a. $26,448
b. $71,869
c. $90,000
d. $105,600
111. A
machine is purchased by making payments of $5,000 at the beginning of each of
the next five years. The interest rate was 10%. The future value of an ordinary
annuity of 1 for five periods is 6.10510. The present value of an ordinary
annuity of 1 for five periods is 3.79079. What was the cost of the machine?
a. $33,578
b. $30,526
c. $20,849
d. $18,954
112. Lane Co. has a machine that cost $200,000.
It is to be leased for 20 years with rent received at the beginning of each year.
Lane wants a return of 10%. Calculate the amount of the annual rent.
Present
Value of
Period Ordinary Annuity
19 8.36492
20 8.51356
21 8.64869
a. $21,356
b. $23,909
c. $29,728
d. $23,492
113. Find the present value of an investment in
plant and equipment if it is expected to provide annual earnings of $21,000 for
15 years and to have a resale value of $40,000 at the end of that period.
Assume a 10% rate and earnings at year end. The present value of 1 at 10% for
15 periods is .23939. The present value of an ordinary annuity at 10% for 15
periods is 7.60608. The future value of 1 at 10% for 15 periods is 4.17725.
a. $159,728
b. $169,303
c. $185,276
d. $324,576
114. John won a lottery that will pay him
$100,000 at the end of each of the next twenty years. Assuming an appropriate
interest rate is 8% compounded annually, what is the present value of this
amount?
a. $1,060,360.
b. $21,455.
c. $981,815.
d. $4,576,196.
115. Jonas won a lottery that will pay him
$100,000 at the end of each of the next twenty years. Zebra Finance has offered
to purchase the payment stream for $1,359,000. What interest rate (to the
nearest percent) was used to determine the amount of the payment?
a. 7%.
b. 6%.
c. 5%.
d. 4%.
116. James leases a ski chalet to his best friend,
Janet. The lease term is five years with $22,000 annual payments due at the
beginning of each year. What is the present value of the payments discounted at
8% per annum?
a. $94,867.
b. $87,840.
c. $83,981.
d. $79,736.
117. Jeremy is in the process of purchasing a
car. The list price of the car is $32,000. If Jeremy pays cash for the car, the
dealer will reduce the price by 10%. Otherwise, the dealer will provide
financing where Jeremy must pay $6,850 at the end of each of the next five
years. Compute the effective interest rate to the nearest percent that Jeremy
would pay if he chooses to make the five annual payments?
a. 5%.
b. 6%.
c. 7%.
d. 8%.
118. What
would you pay for an investment that pays you $10,000 at the end of each year
for the next twenty years? Assume that the relevant interest rate for this type
of investment is 12%.
a. $83,658.
b. $720,524.
c. $10,367.
d. $74,694.
119. What would you pay for an investment that
pays you $12,000 at the beginning of each year for the next ten years? Assume
that the relevant interest rate for this type of investment is 10%.
a. $73,734.
b. $81,108.
c. $77,941.
d. $85,735.
120. Ziggy is considering purchasing a new car.
The cash purchase price for the car is $28,000. What is the annual interest
rate if Ziggy is required to make annual payments of $6,500 at the end of the
next five years?
a. 4%.
b. 5%.
c. 6%.
d. 7%.
121. Charlie Corp. is purchasing new equipment
with a cash cost of $100,000 for the assembly line. The manufacturer has
offered to accept $22,960 payments at the end of each of the next six years.
What is the interest rate that Charlie Corp. will be paying?
a. 8%.
b. 9%.
c. 10%.
d. 11%.
122. Jeremy Leasing purchases and then leases
small aircraft to interested parties. The company is currently determining the
required rental for a small aircraft that cost them $400,000. If the lease is
for twenty years and annual lease payments are required to be made at the end of
each year, what will be the annual rental if Jeremy wants to earn a return of
10%?
a. $42,713.
b. $46,984.
c. $6,984.
d. $20,209.
123. For
which of the following transactions would the use of the present value of an
ordinary annuity concept be appropriate in calculating the present value of the
asset obtained or the liability owed at the date of incurrence?
a. A capital lease is
entered into with the initial lease payment due one month subsequent to the
signing of the lease agreement.
b. A capital lease is
entered into with the initial lease payment due upon the signing of the lease
agreement.
c. A ten-year 8% bond
is issued on January 2 with interest payable semiannually on January 2 and July
1 yielding 7%.
d. A ten-year 8% bond
is issued on January 2 with interest payable semiannually on January 2 and July
1 yielding 9%.
124. On January 15, 2012, Dolan Corp. adopted a
plan to accumulate funds for environmental improvements beginning July 1, 2016,
at an estimated cost of $4,000,000. Dolan plans to make four equal annual
deposits in a fund that will earn interest at 10% compounded annually. The
first deposit was made on July 1, 2012. Future value factors are as follows:
Future value of 1 at 10% for 5 periods 1.61
Future value of ordinary annuity of 1 at 10% for
4 periods 4.64
Future value of annuity due of 1 at 10% for 4
periods 5.11
Dolan should make four annual deposits of
a. $711,618.
b. $782,779.
c. $862,069.
d. $1,000,000.
125. On
December 30, 2012, AGH, Inc. purchased a machine from Grant Corp. in exchange
for a zero-interest-bearing note requiring eight payments of $50,000. The first
payment was made on December 30, 2012, and the others are due annually on
December 30. At date of issuance, the prevailing rate of interest for this type
of note was 11%. Present value factors are as follows:
Present
Value of Ordinary Present
Value of
Period Annuity of 1 at 11% Annuity Due of 1 at 11%
7 4.712 5.231
8 5.146 5.712
On AGH's December 31, 2012
balance sheet, the net note payable to Grant is
a. $235,600.
b. $257,300.
c. $261,775.
d. $285,600.
126. On January 1, 2012, Ott Co. sold goods to
Flynn Company. Flynn signed a zero-interest-bearing note requiring payment of
$80,000 annually for seven years. The first payment was made on January 1, 2012.
The prevailing rate of interest for this type of note at date of issuance was
10%. Information on present value factors is as follows:
Present
Value Present Value of
Ordinary
Period of 1 at 10% Annuity of 1 at 10%
6 .5645 4.3553
7 .5132 4.8684
Ott should record sales revenue in January 2012
of
a. $428,424.
b. $389,472.
c. $348,424.
d. $285,600.
127. On
July 1, 2012, Ed Wynne signed an agreement to operate as a franchisee of Kwik
Foods, Inc., for an initial franchise fee of $180,000. Of this amount, $60,000
was paid when the agreement was signed and the balance is payable in four equal
annual payments of $30,000 beginning July 1, 2013. The agreement provides that
the down payment is not refundable and no future services are required of the
franchisor. Wynne's credit rating indicates that he can borrow money at 14% for
a loan of this type. Information on present and future value factors is as
follows:
Present value of 1 at 14% for 4 periods 0.59
Future value of 1 at 14% for 4 periods 1.69
Present value of an ordinary annuity of 1 at 14%
for 4 periods 2.91
Wynne should record the acquisition cost of the
franchise on July 1, 2012 at
a. $130,800.
b. $147,300.
c. $180,000.
d. $202,800.
128. Which of the following is false?
a. The future value of
a deferred annuity is the same as the future value of an annuity not deferred.
b. A deferred annuity is an annuity in which the
rents begin after a specified number of periods.
c. To compute the
present value of a deferred annuity, we compute the present value of an
ordinary annuity of 1 for the entire period and subtract the present value of
the rents which were not received during the deferral period.
d. If the first rent is received at the end of the sixth period, it
means the ordinary annuity is deferred for six periods.
129. On January 2, 2010, Wine Corporation wishes
to issue $2,000,000 (par value) of its 8%, 10-year bonds. The bonds pay
interest annually on January 1. The current yield rate on such bonds is 10%.
Using the interest factors below, compute the amount that Wine will realize
from the sale (issuance) of the bonds.
Present value of 1 at 8% for 10 periods 0.4632
Present value of 1 at 10% for 10 periods 0.3855
Present value of an ordinary annuity at 8% for 10
periods 6.7101
Present value of an ordinary annuity at 10% for
10 periods 6.1446
a. $2,000,000
b. $1,754,136
c. $2,000,012
d. $2,212,052
130. The
market price of a $200,000, ten-year, 12% (pays interest semiannually) bond
issue sold to yield an effective rate of 10% is
a. $224,578.
b. $224,925.
c. $226,654.
d. $374,472.
131. Stech
Co. is issuing $2.6 million 12% bonds in a private placement on July 1, 2010.
Each $1,000 bond pays interest semi-annually on December 31 and June 30 of each
year. The bonds mature in ten years. At the time of issuance, the market
interest rate for similar types of bonds was 8%. What is the expected selling
price of the bonds?
a. $3,306,705.
b. $5,426,797.
c. $3,297,839.
d. $3,324,385.
132. On January 1, 2012, Haley Co. issued
ten-year bonds with a face amount of $4,000,000 and a stated interest rate of
8% payable annually on January 1. The bonds were priced to yield 10%. Present
value factors are as follows:
At
8% At 10%
Present value of 1 for 10 periods 0.463 0.386
Present value of an ordinary annuity of 1 for 10
periods 6.710 6.145
The total issue price of the bonds was
a. $4,000,000.
b. $3,920,000.
c. $3,680,000.
d. $3,510,400.
133. Moore
Industries manufactures exercise equipment. Recently the vice president of
operations of the company has requested construction of a new plant to meet the
increasing demand for the company's exercise equipment. After a careful
evaluation of the request, the board of directors has decided to raise funds
for the new plant by issuing $2,000,000 of 11% bonds on March 1, 2010, due on
March 1, 2025, with interest payable each March 1 and September 1. At the time
of issuance, the market interest rate for similar financial instruments is 10%.
What is the selling price of the bonds?
a. $2,220,000
b. $1,269,776
c. $2,153,730
d. $1,690,970
134. Reegan
Company owns a trade name that was purchased in an acquisition of Hamilton
Company. The trade name has a book value of $3,500,000, but according to GAAP,
it is assessed for impairment on an annual basis. To perform this impairment
test, Reegan must estimate the fair value of the trade name. It has developed
the following cash flow estimates related to the trade name based on internal
information. Each cash flow estimate reflects Reegan's estimate of annual cash
flows over the next 7 years. The trade name is assumed to have no residual
value after the 7 years. (Assume the cash flows occur at the end of each year.)
Probability Assessment Cash Flow Estimate
30% $480,000
50% 730,000
20% 850,000
Reegan determines that the appropriate discount
rate for this estimation is 6%. To the nearest dollar, what is the estimated
fair value of the trade name?
a. $3,500,000
b. $ 679,000
c. $2,060,000
d. $3,790,436
135. Jamison
Company uses iGAAP for its financial reporting. It produces machines that sell
globally. All sales are accompanied by a one-year warranty. At the end of the
year, the company has the following data:
·
2,000 units
were sold during the year.
·
The trend
over the past five years has been that 4% of the machines were defective in
some way and had to be repaired. Of this 4%, half required a full replacement
at a cost of $3,000 per unit and half were able to be repaired at an average
cost of $300.
What
is the expected value of the warranty cost provision?
a. $240,000
b. $132,000
c. $264,000
d. $120,000
136. Techtronics,
a technology company that uses iGAAP for its financial reporting, has been
found to have polluted the property surrounding its plant. The property is leased
for 12 years and Techtronics has agreed that when the lease expires, the
pollution will be remediated before transfer back to its owner. The lease has a
renewal option for another 8 years. If this option is exercised, the cleanup
will be done at the end of the renewal period. There is a 70% chance that the
lease will not be renewed and the cleanup will cost $120,000. There is 30%
chance that the lease will be renewed and the cleanup costs will be $250,000 at
the end of the 20 years. If you assume that these estimates are derived from
best estimates of likely outcomes and the risk-free rate is 5%, the expected
present value of the cleanup provision is:
a. $159,000
b. $75,042
c. $185,000
d. $151,050
Multiple Choice Answers—Computational
Item
|
Ans.
|
Item
|
Ans.
|
Item
|
Ans.
|
Item
|
Ans.
|
Item
|
Ans.
|
Item
|
Ans.
|
56.
|
c
|
72.
|
c
|
88.
|
c
|
104.
|
a
|
120.
|
b
|
136.
|
b
|
57.
|
b
|
73.
|
a
|
89.
|
d
|
105.
|
b
|
121.
|
c
|
||
58.
|
b
|
74.
|
b
|
90.
|
c
|
106.
|
a
|
122.
|
b
|
||
59.
|
c
|
75.
|
c
|
91.
|
d
|
107.
|
d
|
123.
|
a
|
||
60.
|
c
|
76.
|
c
|
92.
|
a
|
108.
|
a
|
124.
|
b
|
||
61.
|
d
|
77.
|
d
|
93.
|
a
|
109.
|
b
|
125.
|
a
|
||
62.
|
d
|
78.
|
d
|
94.
|
d
|
110.
|
b
|
126.
|
a
|
||
63.
|
b
|
79.
|
c
|
95.
|
c
|
111.
|
c
|
127.
|
b
|
||
64.
|
c
|
80.
|
d
|
96.
|
c
|
112.
|
d
|
128.
|
d
|
||
65.
|
c
|
81.
|
b
|
97.
|
b
|
113.
|
b
|
129.
|
b
|
||
66.
|
b
|
82.
|
c
|
98.
|
b
|
114.
|
c
|
130.
|
b
|
||
67.
|
b
|
83.
|
b
|
99.
|
b
|
115.
|
d
|
131.
|
a
|
||
68.
|
c
|
84.
|
a
|
100.
|
b
|
116.
|
a
|
132.
|
d
|
||
69.
|
d
|
85.
|
b
|
101.
|
c
|
117.
|
b
|
133.
|
c
|
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