Finance 303 - Financial Management » Fall 2022 » Ch6 Assignment

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Question #1
Which of the following statements is true of amortization?
A.   The amortization schedule represents only the interest portion of the loan.
B.   The computation of loan amortization is wholly based on the computation of simple interest.
C.   Amortization solely refers to the total value to be paid by the borrower at the end of maturity.
D.   The amortization schedule provides principal, interest, and unpaid principal balance for each month.
Question #2
Stowell earns 20% interest compounded annually on his savings. He will deposit $1,500 today, $1,650 one year from today, and $1,820 two years from today. What will be the account balance three years from today? (Round intermediate calculations to nearest four decimals.)
A.   $7,889
B.   $7,152
C.   $7,268
D.   $7,140
Question #3
Matthew Young, a professional athlete, currently has a contract that will pay him a large amount in the first year of his contract and smaller amounts thereafter. He and his agent have asked the team to restructure the contract. The team, though reluctant, obliged. Matthew and his agent came up with a counteroffer. Year Current Contract Team's Offer Counteroffer 1 $7,502,000 $3,675,980 $4,876,300 2 $3,340,000 $3,507,000 $6,913,800 3 $2,755,000 $3,912,100 $3,691,700 4 $1,647,000 $3,541,050 $2,536,380 What is the present values of Current Contract using a 14 percent discount rate? (Round answer to 2 decimal places, e.g. 15.25. Do not round factor values.) Present value $
A.   $10,660,208.42
B.   $13,590,933.66
C.   $11,985,426.04
Question #4
Matthew Young, a professional athlete, currently has a contract that will pay him a large amount in the first year of his contract and smaller amounts thereafter. He and his agent have asked the team to restructure the contract. The team, though reluctant, obliged. Matthew and his agent came up with a counteroffer. Year Current Contract Team's Offer Counteroffer 1 $7,502,000 $3,675,980 $4,876,300 2 $3,340,000 $3,507,000 $6,913,800 3 $2,755,000 $3,912,100 $3,691,700 4 $1,647,000 $3,541,050 $2,536,380 What is the present values of Team's Offer using a 14 percent discount rate? (Round answer to 2 decimal places, e.g. 15.25. Do not round factor values.)
A.   $13,590,933.66
B.   $11,985,426.04
C.   $10,660,208.42
Question #5
Matthew Young, a professional athlete, currently has a contract that will pay him a large amount in the first year of his contract and smaller amounts thereafter. He and his agent have asked the team to restructure the contract. The team, though reluctant, obliged. Matthew and his agent came up with a counteroffer. Year Current Contract Team's Offer Counteroffer 1 $7,502,000 $3,675,980 $4,876,300 2 $3,340,000 $3,507,000 $6,913,800 3 $2,755,000 $3,912,100 $3,691,700 4 $1,647,000 $3,541,050 $2,536,380 What is the present values of Counteroffer using a 14 percent discount rate? (Round answer to 2 decimal places, e.g. 15.25. Do not round factor values.)
A.   $11,985,426.04
B.   $10,660,208.42
C.   $13,590,933.66
Question #6
Which of the three contracts has the highest present value?
A.   Current Contract
B.   Team's offer
C.   Counteroffer
Question #7
If your investment pays the same amount at the end of each year for a period of six years, the cash flow stream is called:
A.   an ordinary annuity.
B.   a perpetuity.
C.   a growing perpetuity.
D.   an annuity due.
Question #8
A preferred stock would be an example of:
A.   a growing annuity.
B.   an ordinary annuity.
C.   a perpetuity.
D.   an annuity due.
Question #9
Cash flows associated with annuities are considered to be:
A.   a cash flow stream with decreasing trend.
B.   an uneven cash flow stream.
C.   a constant cash flow stream.
D.   a mix of constant and uneven cash flow streams.
Question #10
Graciela Treadwell won a lottery. She will have a choice of receiving $25,000 at the end of each year for the next 30 years, or a lump sum today. If she can earn a return of 10 percent on any investment she makes, what is the least she should be willing to accept today as a lump-sum payment? (Round to the nearest hundred dollars.)
A.   $212,400
B.   $750,000
C.   $334,600
D.   $235,700
Question #11
John Mason decided to save $2,250 at the end of each of the next three years to pay for a vacation. If he invests it at 8 percent annually, how much will he have at the end of three years? (Round to the nearest dollar.)
A.   $7,304
B.   $7,403
C.   $6,297
D.   $7,010
Question #12
Cassandra Dawson wants to save for a trip to Australia. She will need $12,000 at the end of four years. She can invest a certain amount at the beginning of each of the next four years in a bank account that will pay her 6.8 percent annually. How much will she have to invest each year to reach her target? (Round to the nearest dollar.)
A.   $2,980
B.   $2,711
C.   $3,000
D.   $2,538
Question #13
Viviana Carroll needs to have $25,000 in five years. If she can earn 8 percent annually on any investment, what is the amount that she will have to invest every year at the end of each year for the next five years? (Round to the nearest dollar.)
A.   $4,445
B.   $4,640
C.   $5,000
D.   $4,261
Question #14
Moore’s Inc. will be making lease payments of $3,895.50 for a 10-year period, starting at the end of this year. If the firm uses a 9 percent discount rate, what is the present value of this annuity? (Round to the nearest dollar.)
A.   $25,000
B.   $29,000
C.   $23,250
D.   $20,000
Question #15
The amount borrowed on a loan equals:
A.   discounted value of the loan payments.
B.   sum of the loan payments.
C.   compounded value of the loan payments.
D.   future value of the loan payments.
Question #16
You plan to buy a new car. The price is $30,000 and you will make a down payment of $4,000. Your annual interest rate is 10% and you intend to pay for the car over five years. What will be your monthly payment? (Round intermediate calculation to four decimal places. Round the final answer to the nearest of two decimals.)
A.   $637.41
B.   $552.42
C.   $433.33
D.   $566.67
Question #17
To prepare a loan amortization schedule, we must first compute the:
A.   the total amount of interest that would be paid over the life of the loan.
B.   amount of interest that would be paid each period.
C.   total amount of all the payments.
D.   amount of each loan payout.
Question #18
In a typical loan amortization schedule:
A.   the amount of interest paid each period increases over time.
B.   the amount of each payment does not remain constant.
C.   the amount of interest paid each period does not remain constant.
D.   the amount of money paid towards reducing the loan balance decreases over time.
Question #19
Your investment in a small business venture will produce cash flows that increase by 15 percent every year for the next 25 years. This cash flow stream is called:
A.   an annuity due.
B.   an ordinary annuity.
C.   a growing perpetuity.
D.   a growing annuity.
Question #20
You have received a share of preferred stock that pays an annual dividend of $10. Similar preferred stock issues are yielding 22.5%. What is the value of this share of preferred stock? (Round answer to two decimal places.)
A.   $45.67
B.   $46.67
C.   $44.44
D.   $41.50
Question #21
You are invited to participate in a new company. The company is projected to payout $10,000 in the first year, and after that the payouts will grow by an annual rate of 6 percent forever. If you can invest the cash flows at 8 percent, how much will you be willing to pay for this perpetuity?
A.   $750,000
B.   $500,000
C.   $250,000
D.   $100,000
Question #22
What is the value of this 20 year lease? The first payment, due one year from today is $2,000 and each annual payment will increase by 4%. The discount rate used to evaluate similar leases is 9%. (Round final answer to the nearest whole dollar.)
A.   $24,361
B.   $68,000
C.   $39,856
D.   $40,000
Question #23
The effective annual rate (EAR) will equal the annual percentage rate (APR) if interest is compounded:
A.   monthly.
B.   quarterly.
C.   daily.
D.   annually.
Question #24
Calculate effective annual interest rate (EAR) for the following investments. A bank CD that pays 6.90 percent compounded quarterly. (Round answer to 2 decimal places, e.g. 15.25%.)
A.   7.08%
B.   7.12%
C.   7.10%
D.   7.02%
Question #25
Calculate effective annual interest rate (EAR) for the following investments. A bank CD that pays 6.90 percent compounded monthly. (Round answer to 2 decimal places, e.g. 15.25%.)
A.   7.02%
B.   6.88%
C.   7.12%
D.   7.10%
Question #26
Calculate effective annual interest rate (EAR) for the following investments. A bank CD that pays 7.10 percent compounded annually. (Round answer to 2 decimal places, e.g. 15.25%.)
A.   7.02%
B.   6.88%
C.   7.10%
D.   7.08%
Question #27
Calculate effective annual interest rate (EAR) for the following investments. A bank CD that pays 6.90 percent compounded semiannually. (Round answer to 2 decimal places, e.g. 15.25%.)
A.   7.12%
B.   7.10%
C.   7.02%
D.   7.08%
Question #28
Calculate effective annual interest rate (EAR) for the following investments. A bank CD that pays 6.65 percent compounded daily (on a 365-day per year basis). (Round answer to 2 decimal places, e.g. 15.25%.)
A.   7.02%
B.   7.10%
C.   7.12%
D.   6.88%
Question #29
Which of the following investments has the highest effective annual interest rate (EAR)?
A.   6.90 percent compounded monthly
B.   6.90 percent compounded semiannually
C.   6.90 percent compounded quarterly
D.   6.65 percent compounded daily
E.   7.10 percent compounded annually
Question #30
Raymond Bartz is trying to choose between two equally risky annuities, each paying $5,000 per year for five years. One is an ordinary annuity, the other is an annuity due. Which of the following statements is most correct?
A.   The present value of the annuity due exceeds the present value of the ordinary annuity, and the future value of the annuity due also exceeds the future value of the ordinary annuity.
B.   The present value of the annuity due exceeds the present value of the ordinary annuity, while the future value of the annuity due is less than the future value of the ordinary annuity.
C.   If interest rates increase, the difference between the present value of the ordinary annuity and the present value of the annuity due remains the same.
D.   The present value of the ordinary annuity must exceed the present value of the annuity due, but the future value of an ordinary annuity may be less than the future value of the annuity due.
Question #31
Sandra Robinson, a lottery winner, will receive the following payments over the next seven years. She has been approached by an investor who will pay Sandra a lump sum today for the rights to those future cash flows. If she can invest her cash flows in a fund that will earn 9.5 percent annually, how much should Sandra require the investor to pay for the cash flows? (Round answer to 2 decimal places, e.g. 15.25. Do not round factor values.) Year 1 $377,000 Year 2 $427,000 Year 3 $452,000 Year 4 $477,000 Year 5 $527,000 Year 6 $577,000 Year 7 $727,000
A.   $2,136,564.13
B.   $3,645,266.45
C.   $1,527,345.20
D.   $2,431,118.68
Question #32
Krysel Inc. is expecting a new project to begin producing cash flows at the end of this year. They expect cash flows to be as follows: Year 1 $663,547 Year 2 $698,214 Year 3 $795,908 Year 4 $798,326 Year 5 $755,444 If they can reinvest these cash flows to earn a return of 9.2 percent, what is the future value of this cash flow stream at the end of five years? (Round to the nearest dollar.)
A.   $4,429,046
B.   $4,468,692
C.   $4,368,692
D.   $4,529,046
Question #33
The future value of multiple cash flows is:
A.   less than the sum of the cash flows.
B.   greater than the sum of the cash flows.
C.   equal to the sum of all the cash flows.
D.   higher or lower than the cash flows depending on the interest rate.
Question #34
Milner is saving for her retirement. She will make a deposit into her IRA account at the end of each quarter for the next 36 years. The expected return on the account is 8%. How much will she have to deposit each quarter to have $650,000 in the account when she retires 36 years from today? (Round the final answer to the nearest two decimals.)
A.   $4,513.89
B.   $2,702.61
C.   $260.34
D.   $796.81

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