Deck 13: Time Value of Money

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Question
15)Carol wants to invest money in a 6% CD that compounds semiannually.Carol would like the account to have a balance of $50,000 five years from now.How much must Carol deposit to accomplish her goal?

A)$35,069.
B)$43,131.
C)$37,205.
D)$35,000.
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Question
13)Davenport Inc.offers a new employee a lump-sum signing bonus at the date of employment.Alternatively,the employee can take $30,000 at the date of employment and another $50,000 two years later.Assuming the employee's time value of money is 8% annually,what lump-sum at employment date would make her indifferent between the two options?

A)$60,000.
B)$62,867.
C)$72,867.
D)$80,000.
Question
11)What is the value today of receiving $2,500 at the end of three years,assuming an interest rate of 9% compounded annually?

A)$1,984.
B)$1,930.
C)$2,104.
D)$3,238.
Question
12)What is the value today of receiving $5,000 at the end of six years,assuming an interest rate of 8% compounded semiannually?

A)$3,151.
B)$3,203.
C)$3,428.
D)$3,123.
Question
20)How much must be invested now at 9% interest to accumulate to $10,000 in five years?

A)$9,176.
B)$6,499.
C)$5,500.
D)$5,960.
Question
2)The value today of receiving an amount in the future is referred to as the:

A)Future value of a single amount.
B)Present value of a single amount.
C)Future value of an annuity.
D)Present value of an annuity.
Question
3)The value that an amount today will grow to in the future is referred to as the:

A)Future value of a single amount.
B)Present value of a single amount.
C)Future value of an annuity.
D)Present value of an annuity.
Question
5)LeAnn wishes to know how much she should set aside now at 7% interest in order to accumulate a sum of $5,000 in four years.She should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
1)The concept that interest causes the value of money received today to be greater than the value of that same amount of money received in the future is referred to as the:

A)Monetary unit assumption.
B)Historical cost principle.
C)Time value of money.
D)Matching principle.
Question
6)Samuel is trying to determine what it's worth today to receive $10,000 in four years at a 7% interest rate.He should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
10)How much will $8,000 grow to in five years,assuming an interest rate of 8% compounded quarterly?

A)$10,989.
B)$11,755.
C)$11,888.
D)$12,013.
Question
16)Shane wants to invest money in a 6% CD that compounds semiannually.Shane would like the account to have a balance of $100,000 four years from now.How much must Shane deposit to accomplish his goal?

A)$88,848.
B)$78,941.
C)$25,336.
D)$22,510.
Question
Below are excerpts from interest tables for 8% interest.
123411.00000.925931.080000.9259322.08000.857341.166401.7832633.24640.7938331.259712.5771044.50610.735031.360493.31213\begin{array} { c c c c c } & \underline { 1 } & \underline { 2 } & \underline { 3 } & \underline { 4 } \\1 & 1.0000 & 0.92593 & 1.08000 & 0.92593 \\2 & 2.0800 & 0.85734 & 1.16640 & 1.78326 \\3 & 3.2464 & 0.793833 & 1.25971 & 2.57710 \\4 & 4.5061 & 0.73503 & 1.36049 & 3.31213\end{array}
Column 3 is an interest table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
14)Today,Thomas deposited $100,000 in a three-year,12% CD that compounds quarterly.What is the maturity value of the CD?

A)$109,270.
B)$119,410.
C)$142,576.
D)$309,090.
Question
18)At the end of the next four years,a new machine is expected to generate net cash flows of $8,000,$12,000,$10,000,and $15,000,respectively.What are the cash flows worth today if a 3% interest rate properly reflects the time value of money in this situation?

A)$41,557.
B)$47,700.
C)$32,403.
D)$38,108.
Question
19)Monica wants to sell her share of an investment to Barney for $50,000 in three years.If money is worth 6% compounded semiannually,what would Monica accept today?

A)$8,375.
B)$41,874.
C)$11,941.
D)$41,000.
Question
17)Bill wants to give Maria a $500,000 gift in seven years.If money is worth 6% compounded semiannually,what is Maria's gift worth today?

A)$66,110.
B)$81,310.
C)$406,550.
D)$330,560.
Question
4)Reba wishes to know how much would be in her savings account in five years if she deposits a given sum in an account that earns 6% interest.She should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
9)How much will $25,000 grow to in seven years,assuming an interest rate of 12% compounded annually?

A)$55,267.
B)$46,000.
C)$61,899.
D)$52,344.
Question
Below are excerpts from interest tables for 8% interest.
123411.00000.925931.080000.9259322.08000.857341.166401.7832633.24640.7938331.259712.5771044.50610.735031.360493.31213\begin{array} { c c c c c } & \underline { 1 } & \underline { 2 } & \underline { 3 } & \underline { 4 } \\1 & 1.0000 & 0.92593 & 1.08000 & 0.92593 \\2 & 2.0800 & 0.85734 & 1.16640 & 1.78326 \\3 & 3.2464 & 0.793833 & 1.25971 & 2.57710 \\4 & 4.5061 & 0.73503 & 1.36049 & 3.31213\end{array}
Column 2 is an interest table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
26)What is the value today of receiving $5,000 at the end of each year for the next 10 years,assuming an interest rate of 12% compounded annually?

A)$87,744.
B)$28,251.
C)$50,000.
D)$15,529.
Question
24)How much will $5,000 invested at the end of each year grow to in six years,assuming an interest rate of 7% compounded annually?

A)$35,766.
B)$26,813.
C)$23,833.
D)$7,504.
Question
23)A series of equal periodic payments is referred to as:

A)The time value of money.
B)An annuity.
C)The future value.
D)Interest.
Question
Below are excerpts from interest tables for 8% interest.
123411.00000.925931.080000.9259322.08000.857341.166401.7832633.24640.7938331.259712.5771044.50610.735031.360493.31213\begin{array} { c c c c c } & \underline { 1 } & \underline { 2 } & \underline { 3 } & \underline { 4 } \\1 & 1.0000 & 0.92593 & 1.08000 & 0.92593 \\2 & 2.0800 & 0.85734 & 1.16640 & 1.78326 \\3 & 3.2464 & 0.793833 & 1.25971 & 2.57710 \\4 & 4.5061 & 0.73503 & 1.36049 & 3.31213\end{array}
Column 4 is an interest table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
39.The value of $1 today is worth more than $1 one year from now.
Question
21)The value today of receiving a series of payments in the future is referred to as the:

A)Future value of a single amount.
B)Present value of a single amount.
C)Future value of an annuity.
D)Present value of an annuity.
Question
28)Tammy wants to buy a car that costs $10,000 and wishes to know the amount of the monthly payments,which will be made at the end of the month,with interest of 12% on the unpaid balance.She should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
22)The value that a series of payments will grow to in the future is referred to as the:

A)Future value of a single amount.
B)Present value of a single amount.
C)Future value of an annuity.
D)Present value of an annuity.
Question
37)Claudine Corporation will deposit $5,000 into a money market account at the end of each year for the next five years.How much will accumulate by the end of the fifth and final payment if the account earns 9% interest?

A)$32,617.
B)$29,924.
C)$27,250.
D)$26,800.
Question
Below are excerpts from interest tables for 8% interest.
123411.00000.925931.080000.9259322.08000.857341.166401.7832633.24640.7938331.259712.5771044.50610.735031.360493.31213\begin{array} { l c c c c } & \underline { 1 } & \underline { 2 } & \underline { 3 } & \underline { 4 } \\1 & 1.0000 & 0.92593 & 1.08000 & 0.92593 \\2 & 2.0800 & 0.85734 & 1.16640 & 1.78326 \\3 & 3.2464 & 0.793833 & 1.25971 & 2.57710 \\4 & 4.5061 & 0.73503 & 1.36049 & 3.31213\end{array}
Column 1 is an interest table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
25)How much will $1,000 invested at the end of each year grow to in 20 years,assuming an interest rate of 10% compounded annually?

A)$6,728.
B)$8,514.
C)$83,159.
D)$57,275.
Question
27)What is the value today of receiving $3,000 at the end of each year for the next three years,assuming an interest rate of 3% compounded annually?

A)$8,486.
B)$8,251.
C)$9,000.
D)$9,273.
Question
31)Sandra won $5,000,000 in the state lottery which she has elected to receive at the end of each month over the next thirty years.She will receive 7% interest on unpaid amounts.To determine the amount of her monthly check,she should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
35)At the end of each quarter,Patti deposits $500 into an account that pays 12% interest compounded quarterly.How much will Patti have in the account in three years?

A)$7,096.
B)$7,013.
C)$7,129.
D)$8,880.
Question
38)What is the value today of receiving five annual payments of $500,000,beginning one year from now,assuming an 11% discount rate?

A)$2,500,000.
B)$2,225,000.
C)$1,847,950.
D)$2,115,270.
Question
40.The time value of money is a concept which means that the value of $1 increases over time.
Time value of money means that interest causes the value of money received today to be greater than the value of that same amount of money received in the future.
Question
30)Zulu Corporation hires a new chief executive officer and promises to pay her a signing bonus of $2 million per year for 10 years,starting at the end of the first year.The value of this signing bonus is:

A)The present value of the annuity.
B)The future value of the annuity.
C)$20 million.
D)$0 because no cash is owed immediately.
Question
29)George Jones is planning on a cruise for his 70th birthday party.He wants to know how much he should set aside at the end of each month at 6% interest to accumulate the sum of $4,800 in five years.He should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
Question
34)Quaker State Inc.offers a new employee a lump-sum signing bonus at the date of employment.Alternatively,the employee can take $8,000 at the date of employment plus $20,000 at the end of each of his first three years of service.Assuming the employee's time value of money is 10% annually,what lump-sum at employment date would make him indifferent between the two options?

A)$23,026.
B)$57,737.
C)$62,711.
D)None of the above is correct.
Question
36)Miller borrows $300,000 to be paid off in three years.The loan payments are semiannual with the first payment due in six months,and interest is at 6%.What is the amount of each payment?

A)$55,379.
B)$106,059.
C)$30,138.
D)$60,276.
Question
Match between columns
The factor that causes money today to be worth more than the same amount in the future.
Annuity
The factor that causes money today to be worth more than the same amount in the future.
Future value of a single amount
The factor that causes money today to be worth more than the same amount in the future.
Future value of an annuity
The factor that causes money today to be worth more than the same amount in the future.
Compound interest
The factor that causes money today to be worth more than the same amount in the future.
Present value of a single amount
The factor that causes money today to be worth more than the same amount in the future.
Time value of money
The factor that causes money today to be worth more than the same amount in the future.
Discount rate
The factor that causes money today to be worth more than the same amount in the future.
Simple interest
The factor that causes money today to be worth more than the same amount in the future.
Interest
The factor that causes money today to be worth more than the same amount in the future.
Present value of an annuity
The rate at which future dollars are equal to current dollars.
Annuity
The rate at which future dollars are equal to current dollars.
Future value of a single amount
The rate at which future dollars are equal to current dollars.
Future value of an annuity
The rate at which future dollars are equal to current dollars.
Compound interest
The rate at which future dollars are equal to current dollars.
Present value of a single amount
The rate at which future dollars are equal to current dollars.
Time value of money
The rate at which future dollars are equal to current dollars.
Discount rate
The rate at which future dollars are equal to current dollars.
Simple interest
The rate at which future dollars are equal to current dollars.
Interest
The rate at which future dollars are equal to current dollars.
Present value of an annuity
Current worth of a series of equal payments received in the future.
Annuity
Current worth of a series of equal payments received in the future.
Future value of a single amount
Current worth of a series of equal payments received in the future.
Future value of an annuity
Current worth of a series of equal payments received in the future.
Compound interest
Current worth of a series of equal payments received in the future.
Present value of a single amount
Current worth of a series of equal payments received in the future.
Time value of money
Current worth of a series of equal payments received in the future.
Discount rate
Current worth of a series of equal payments received in the future.
Simple interest
Current worth of a series of equal payments received in the future.
Interest
Current worth of a series of equal payments received in the future.
Present value of an annuity
Amount today equivalent to a specified future amount.
Annuity
Amount today equivalent to a specified future amount.
Future value of a single amount
Amount today equivalent to a specified future amount.
Future value of an annuity
Amount today equivalent to a specified future amount.
Compound interest
Amount today equivalent to a specified future amount.
Present value of a single amount
Amount today equivalent to a specified future amount.
Time value of money
Amount today equivalent to a specified future amount.
Discount rate
Amount today equivalent to a specified future amount.
Simple interest
Amount today equivalent to a specified future amount.
Interest
Amount today equivalent to a specified future amount.
Present value of an annuity
Interest earned on the initial investment only.
Annuity
Interest earned on the initial investment only.
Future value of a single amount
Interest earned on the initial investment only.
Future value of an annuity
Interest earned on the initial investment only.
Compound interest
Interest earned on the initial investment only.
Present value of a single amount
Interest earned on the initial investment only.
Time value of money
Interest earned on the initial investment only.
Discount rate
Interest earned on the initial investment only.
Simple interest
Interest earned on the initial investment only.
Interest
Interest earned on the initial investment only.
Present value of an annuity
Question
42.If you put $500 into a savings account that pays simple interest of 8% per year and then withdraw the money two years later,you will earn interest of $80.
Simple interest = ($500 8%)+ ($500 8%)= $80.
Question
52.The future value of $1,000 invested today for three years that earns 10% compounded annually is greater than the future value of a $500 annuity with the same interest rate over the same period.
The three-year annuity represents three payments of $500 (= $1,500),so the annuity is greater.
Question
57.Anthony would like to have $18,000 to buy a new car in three years.Currently,he has saved $15,000.If he puts $15,000 in an account that earns 6% interest,compounded annually,will he be able to buy the car in three years?
Question
47.Future value is how much an amount today will grow to be in the future.
Question
45.If you put $200 into a savings account that pays annual compound interest of 8% per year and then withdraw the money two years later,you will earn interest of $32.
Compound interest = ($200 8%)+ ($216 8%)= $33.28.
Question
Match between columns
Accumulation of an amount with interest.
Discount rate
Accumulation of an amount with interest.
Present value of a single amount
Accumulation of an amount with interest.
Time value of money
Accumulation of an amount with interest.
Simple interest
Accumulation of an amount with interest.
Present value of an annuity
Accumulation of an amount with interest.
Annuity
Accumulation of an amount with interest.
Future value of an annuity
Accumulation of an amount with interest.
Compound interest
Accumulation of an amount with interest.
Future value of a single amount
Interest earned on the initial investment and on previous interest.
Discount rate
Interest earned on the initial investment and on previous interest.
Present value of a single amount
Interest earned on the initial investment and on previous interest.
Time value of money
Interest earned on the initial investment and on previous interest.
Simple interest
Interest earned on the initial investment and on previous interest.
Present value of an annuity
Interest earned on the initial investment and on previous interest.
Annuity
Interest earned on the initial investment and on previous interest.
Future value of an annuity
Interest earned on the initial investment and on previous interest.
Compound interest
Interest earned on the initial investment and on previous interest.
Future value of a single amount
A series of equal periodic payments.
Discount rate
A series of equal periodic payments.
Present value of a single amount
A series of equal periodic payments.
Time value of money
A series of equal periodic payments.
Simple interest
A series of equal periodic payments.
Present value of an annuity
A series of equal periodic payments.
Annuity
A series of equal periodic payments.
Future value of an annuity
A series of equal periodic payments.
Compound interest
A series of equal periodic payments.
Future value of a single amount
Accumulation of a series of equal payments.
Discount rate
Accumulation of a series of equal payments.
Present value of a single amount
Accumulation of a series of equal payments.
Time value of money
Accumulation of a series of equal payments.
Simple interest
Accumulation of a series of equal payments.
Present value of an annuity
Accumulation of a series of equal payments.
Annuity
Accumulation of a series of equal payments.
Future value of an annuity
Accumulation of a series of equal payments.
Compound interest
Accumulation of a series of equal payments.
Future value of a single amount
A dollar now is worth more than a dollar later.
Discount rate
A dollar now is worth more than a dollar later.
Present value of a single amount
A dollar now is worth more than a dollar later.
Time value of money
A dollar now is worth more than a dollar later.
Simple interest
A dollar now is worth more than a dollar later.
Present value of an annuity
A dollar now is worth more than a dollar later.
Annuity
A dollar now is worth more than a dollar later.
Future value of an annuity
A dollar now is worth more than a dollar later.
Compound interest
A dollar now is worth more than a dollar later.
Future value of a single amount
Question
46.If you put $300 into a savings account that pays annual compound interest of 10% per year and then withdraw the money two years later,you will earn interest of $63.
($300 10%)+ ($330 10%)= $63.
Question
48.The more frequent the rate of compounding,the more interest that is earned on previous interest,resulting in a higher future value.
Question
51.An annuity is a series of equal cash payments over equal time intervals.
Question
60.Compute the present value of the following single amounts to be received at the end of the specified period at the given interest rate.
60.Compute the present value of the following single amounts to be received at the end of the specified period at the given interest rate.  <div style=padding-top: 35px>
Question
58.Michaela would like to have $10,000 for a European vacation in four years.Currently,she has saved $8,000.If she puts $8,000 in an account that earns 6% interest,compounded annually,will she be able to take the vacation in four years?
Question
43.If you put $600 into a savings account that pays simple interest of 10% per year and then withdraw the money two years later,you will earn interest of $126.
Simple interest = ($600 10%)+ ($600 10%)= $120.
Question
50.The discount rate is the rate at which someone is willing to give up current dollars for future dollars.
Question
59.Compute the present value of the following single amounts to be received at the end of the specified period at the given interest rate.
59.Compute the present value of the following single amounts to be received at the end of the specified period at the given interest rate.  <div style=padding-top: 35px>
Question
44.Compound interest is interest you earn on the initial investment and on previous interest.
Question
49.Present value indicates how much a present amount of money will grow to in the future.
Present value indicates the value today of receiving some larger amount in the future.
Question
53.The present value of $1,000 received three years from today with a discount rate of 10% is less than the present value of a $500 annuity with the same discount rate over the same period.
The three-year annuity represents three payments of $500 (= $1,500),so the present value of the annuity is greater.
Question
56.Compute the future value of the following invested amounts at the specified periods and interest rates.
56.Compute the future value of the following invested amounts at the specified periods and interest rates.  <div style=padding-top: 35px>
Question
41.Simple interest is interest earned on the initial investment only.
Question
68.Incognito Company is contemplating the purchase of a machine that provides it with net after-tax cash savings of $80,000 per year for 5 years.Assuming an 8% discount rate,calculate the present value of the cash savings.
Question
64.Hillsdale is considering two options for comparable computer software.Option A will cost $25,000 plus annual license renewals of $1,000 for three years,which includes technical support.Option B will cost $20,000 with technical support being an add-on charge.The estimated cost of technical support is $4,000 the first year,$3,000 the second year,and $2,000 the third year.Assume the software is purchased and paid for at the beginning of year one,but that technical support is paid for at the end of each year.The discount rate is 8%.Ignore income taxes.Determine which option should be chosen based on present value considerations.
Question
74.Which three factors are necessary in calculating the present value of a single amount?
Question
75.What is the relationship between the present value of a single amount and the present value of an annuity?
Question
71.Briefly describe the difference between simple interest and compound interest.
Question
73.Explain the difference between present value and future value.
Question
72.Two banks each have stated CD rates of 12%.Bank A compounds quarterly and Bank B compounds semiannually.Explain which bank offers the better CD.
Question
70.Briefly explain why the value of $100 received today is greater than the value of $100 received one year from now.
Question
67.Dobson Contractors is considering buying equipment at a cost of $75,000.The equipment is expected to generate cash flows of $15,000 per year for eight years and can be sold at the end of eight years for $5,000.The discount rate is 12%.Assume the equipment would be paid for on the first day of year one,but that all other cash flows occur at the end of the year.Ignore income tax considerations.Determine if Dobson should purchase the machine.
Question
61.If you had an investment opportunity that promises to pay you $20,000 in three years and you could earn a 10% annual return investing your money elsewhere,what is the most you should be willing to invest today in this opportunity?
Question
62.Touche Manufacturing is considering a rearrangement of its manufacturing operations.A consultant estimates that the rearrangement should result in after-tax cash savings of $6,000 the first year,$10,000 for the next two years,and $12,000 for the next two years.Assuming a 12% discount rate,calculate the total present value of the cash flows.
Question
69.Samson Inc.is contemplating the purchase of a machine that will provide it with net after-tax cash savings of $100,000 per year for 8 years.Assuming a 10% discount rate,calculate the present value of the cash savings.
Question
65.DON Corp.is contemplating the purchase of a machine that will produce net after-tax cash savings of $20,000 per year for 5 years.At the end of five years,the machine can be sold to realize after-tax cash flows of $5,000.Assuming a 12% discount rate,calculate the total present value of the cash savings.
Question
66.Baird Bros.Construction is considering the purchase of a machine at a cost of $125,000.The machine is expected to generate cash flows of $20,000 per year for ten years and can be sold at the end of ten years for $10,000.The discount rate is 10%.Assume the machine would be paid for on the first day of year one,but that all other cash flows occur at the end of the year.Ignore income tax considerations.Determine if Baird should purchase the machine.
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Deck 13: Time Value of Money
1
15)Carol wants to invest money in a 6% CD that compounds semiannually.Carol would like the account to have a balance of $50,000 five years from now.How much must Carol deposit to accomplish her goal?

A)$35,069.
B)$43,131.
C)$37,205.
D)$35,000.
C
2
13)Davenport Inc.offers a new employee a lump-sum signing bonus at the date of employment.Alternatively,the employee can take $30,000 at the date of employment and another $50,000 two years later.Assuming the employee's time value of money is 8% annually,what lump-sum at employment date would make her indifferent between the two options?

A)$60,000.
B)$62,867.
C)$72,867.
D)$80,000.
C
3
11)What is the value today of receiving $2,500 at the end of three years,assuming an interest rate of 9% compounded annually?

A)$1,984.
B)$1,930.
C)$2,104.
D)$3,238.
B
4
12)What is the value today of receiving $5,000 at the end of six years,assuming an interest rate of 8% compounded semiannually?

A)$3,151.
B)$3,203.
C)$3,428.
D)$3,123.
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5
20)How much must be invested now at 9% interest to accumulate to $10,000 in five years?

A)$9,176.
B)$6,499.
C)$5,500.
D)$5,960.
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6
2)The value today of receiving an amount in the future is referred to as the:

A)Future value of a single amount.
B)Present value of a single amount.
C)Future value of an annuity.
D)Present value of an annuity.
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7
3)The value that an amount today will grow to in the future is referred to as the:

A)Future value of a single amount.
B)Present value of a single amount.
C)Future value of an annuity.
D)Present value of an annuity.
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8
5)LeAnn wishes to know how much she should set aside now at 7% interest in order to accumulate a sum of $5,000 in four years.She should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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9
1)The concept that interest causes the value of money received today to be greater than the value of that same amount of money received in the future is referred to as the:

A)Monetary unit assumption.
B)Historical cost principle.
C)Time value of money.
D)Matching principle.
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10
6)Samuel is trying to determine what it's worth today to receive $10,000 in four years at a 7% interest rate.He should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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11
10)How much will $8,000 grow to in five years,assuming an interest rate of 8% compounded quarterly?

A)$10,989.
B)$11,755.
C)$11,888.
D)$12,013.
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12
16)Shane wants to invest money in a 6% CD that compounds semiannually.Shane would like the account to have a balance of $100,000 four years from now.How much must Shane deposit to accomplish his goal?

A)$88,848.
B)$78,941.
C)$25,336.
D)$22,510.
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13
Below are excerpts from interest tables for 8% interest.
123411.00000.925931.080000.9259322.08000.857341.166401.7832633.24640.7938331.259712.5771044.50610.735031.360493.31213\begin{array} { c c c c c } & \underline { 1 } & \underline { 2 } & \underline { 3 } & \underline { 4 } \\1 & 1.0000 & 0.92593 & 1.08000 & 0.92593 \\2 & 2.0800 & 0.85734 & 1.16640 & 1.78326 \\3 & 3.2464 & 0.793833 & 1.25971 & 2.57710 \\4 & 4.5061 & 0.73503 & 1.36049 & 3.31213\end{array}
Column 3 is an interest table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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14
14)Today,Thomas deposited $100,000 in a three-year,12% CD that compounds quarterly.What is the maturity value of the CD?

A)$109,270.
B)$119,410.
C)$142,576.
D)$309,090.
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15
18)At the end of the next four years,a new machine is expected to generate net cash flows of $8,000,$12,000,$10,000,and $15,000,respectively.What are the cash flows worth today if a 3% interest rate properly reflects the time value of money in this situation?

A)$41,557.
B)$47,700.
C)$32,403.
D)$38,108.
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16
19)Monica wants to sell her share of an investment to Barney for $50,000 in three years.If money is worth 6% compounded semiannually,what would Monica accept today?

A)$8,375.
B)$41,874.
C)$11,941.
D)$41,000.
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17
17)Bill wants to give Maria a $500,000 gift in seven years.If money is worth 6% compounded semiannually,what is Maria's gift worth today?

A)$66,110.
B)$81,310.
C)$406,550.
D)$330,560.
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18
4)Reba wishes to know how much would be in her savings account in five years if she deposits a given sum in an account that earns 6% interest.She should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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19
9)How much will $25,000 grow to in seven years,assuming an interest rate of 12% compounded annually?

A)$55,267.
B)$46,000.
C)$61,899.
D)$52,344.
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20
Below are excerpts from interest tables for 8% interest.
123411.00000.925931.080000.9259322.08000.857341.166401.7832633.24640.7938331.259712.5771044.50610.735031.360493.31213\begin{array} { c c c c c } & \underline { 1 } & \underline { 2 } & \underline { 3 } & \underline { 4 } \\1 & 1.0000 & 0.92593 & 1.08000 & 0.92593 \\2 & 2.0800 & 0.85734 & 1.16640 & 1.78326 \\3 & 3.2464 & 0.793833 & 1.25971 & 2.57710 \\4 & 4.5061 & 0.73503 & 1.36049 & 3.31213\end{array}
Column 2 is an interest table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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21
26)What is the value today of receiving $5,000 at the end of each year for the next 10 years,assuming an interest rate of 12% compounded annually?

A)$87,744.
B)$28,251.
C)$50,000.
D)$15,529.
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22
24)How much will $5,000 invested at the end of each year grow to in six years,assuming an interest rate of 7% compounded annually?

A)$35,766.
B)$26,813.
C)$23,833.
D)$7,504.
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23
23)A series of equal periodic payments is referred to as:

A)The time value of money.
B)An annuity.
C)The future value.
D)Interest.
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24
Below are excerpts from interest tables for 8% interest.
123411.00000.925931.080000.9259322.08000.857341.166401.7832633.24640.7938331.259712.5771044.50610.735031.360493.31213\begin{array} { c c c c c } & \underline { 1 } & \underline { 2 } & \underline { 3 } & \underline { 4 } \\1 & 1.0000 & 0.92593 & 1.08000 & 0.92593 \\2 & 2.0800 & 0.85734 & 1.16640 & 1.78326 \\3 & 3.2464 & 0.793833 & 1.25971 & 2.57710 \\4 & 4.5061 & 0.73503 & 1.36049 & 3.31213\end{array}
Column 4 is an interest table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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25
39.The value of $1 today is worth more than $1 one year from now.
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26
21)The value today of receiving a series of payments in the future is referred to as the:

A)Future value of a single amount.
B)Present value of a single amount.
C)Future value of an annuity.
D)Present value of an annuity.
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27
28)Tammy wants to buy a car that costs $10,000 and wishes to know the amount of the monthly payments,which will be made at the end of the month,with interest of 12% on the unpaid balance.She should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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28
22)The value that a series of payments will grow to in the future is referred to as the:

A)Future value of a single amount.
B)Present value of a single amount.
C)Future value of an annuity.
D)Present value of an annuity.
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29
37)Claudine Corporation will deposit $5,000 into a money market account at the end of each year for the next five years.How much will accumulate by the end of the fifth and final payment if the account earns 9% interest?

A)$32,617.
B)$29,924.
C)$27,250.
D)$26,800.
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30
Below are excerpts from interest tables for 8% interest.
123411.00000.925931.080000.9259322.08000.857341.166401.7832633.24640.7938331.259712.5771044.50610.735031.360493.31213\begin{array} { l c c c c } & \underline { 1 } & \underline { 2 } & \underline { 3 } & \underline { 4 } \\1 & 1.0000 & 0.92593 & 1.08000 & 0.92593 \\2 & 2.0800 & 0.85734 & 1.16640 & 1.78326 \\3 & 3.2464 & 0.793833 & 1.25971 & 2.57710 \\4 & 4.5061 & 0.73503 & 1.36049 & 3.31213\end{array}
Column 1 is an interest table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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31
25)How much will $1,000 invested at the end of each year grow to in 20 years,assuming an interest rate of 10% compounded annually?

A)$6,728.
B)$8,514.
C)$83,159.
D)$57,275.
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32
27)What is the value today of receiving $3,000 at the end of each year for the next three years,assuming an interest rate of 3% compounded annually?

A)$8,486.
B)$8,251.
C)$9,000.
D)$9,273.
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33
31)Sandra won $5,000,000 in the state lottery which she has elected to receive at the end of each month over the next thirty years.She will receive 7% interest on unpaid amounts.To determine the amount of her monthly check,she should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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34
35)At the end of each quarter,Patti deposits $500 into an account that pays 12% interest compounded quarterly.How much will Patti have in the account in three years?

A)$7,096.
B)$7,013.
C)$7,129.
D)$8,880.
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35
38)What is the value today of receiving five annual payments of $500,000,beginning one year from now,assuming an 11% discount rate?

A)$2,500,000.
B)$2,225,000.
C)$1,847,950.
D)$2,115,270.
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36
40.The time value of money is a concept which means that the value of $1 increases over time.
Time value of money means that interest causes the value of money received today to be greater than the value of that same amount of money received in the future.
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37
30)Zulu Corporation hires a new chief executive officer and promises to pay her a signing bonus of $2 million per year for 10 years,starting at the end of the first year.The value of this signing bonus is:

A)The present value of the annuity.
B)The future value of the annuity.
C)$20 million.
D)$0 because no cash is owed immediately.
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38
29)George Jones is planning on a cruise for his 70th birthday party.He wants to know how much he should set aside at the end of each month at 6% interest to accumulate the sum of $4,800 in five years.He should use a table for the:

A)Future value of $1.
B)Present value of $1.
C)Future value of an annuity of $1.
D)Present value of an annuity of $1.
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39
34)Quaker State Inc.offers a new employee a lump-sum signing bonus at the date of employment.Alternatively,the employee can take $8,000 at the date of employment plus $20,000 at the end of each of his first three years of service.Assuming the employee's time value of money is 10% annually,what lump-sum at employment date would make him indifferent between the two options?

A)$23,026.
B)$57,737.
C)$62,711.
D)None of the above is correct.
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40
36)Miller borrows $300,000 to be paid off in three years.The loan payments are semiannual with the first payment due in six months,and interest is at 6%.What is the amount of each payment?

A)$55,379.
B)$106,059.
C)$30,138.
D)$60,276.
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41
Match between columns
The factor that causes money today to be worth more than the same amount in the future.
Annuity
The factor that causes money today to be worth more than the same amount in the future.
Future value of a single amount
The factor that causes money today to be worth more than the same amount in the future.
Future value of an annuity
The factor that causes money today to be worth more than the same amount in the future.
Compound interest
The factor that causes money today to be worth more than the same amount in the future.
Present value of a single amount
The factor that causes money today to be worth more than the same amount in the future.
Time value of money
The factor that causes money today to be worth more than the same amount in the future.
Discount rate
The factor that causes money today to be worth more than the same amount in the future.
Simple interest
The factor that causes money today to be worth more than the same amount in the future.
Interest
The factor that causes money today to be worth more than the same amount in the future.
Present value of an annuity
The rate at which future dollars are equal to current dollars.
Annuity
The rate at which future dollars are equal to current dollars.
Future value of a single amount
The rate at which future dollars are equal to current dollars.
Future value of an annuity
The rate at which future dollars are equal to current dollars.
Compound interest
The rate at which future dollars are equal to current dollars.
Present value of a single amount
The rate at which future dollars are equal to current dollars.
Time value of money
The rate at which future dollars are equal to current dollars.
Discount rate
The rate at which future dollars are equal to current dollars.
Simple interest
The rate at which future dollars are equal to current dollars.
Interest
The rate at which future dollars are equal to current dollars.
Present value of an annuity
Current worth of a series of equal payments received in the future.
Annuity
Current worth of a series of equal payments received in the future.
Future value of a single amount
Current worth of a series of equal payments received in the future.
Future value of an annuity
Current worth of a series of equal payments received in the future.
Compound interest
Current worth of a series of equal payments received in the future.
Present value of a single amount
Current worth of a series of equal payments received in the future.
Time value of money
Current worth of a series of equal payments received in the future.
Discount rate
Current worth of a series of equal payments received in the future.
Simple interest
Current worth of a series of equal payments received in the future.
Interest
Current worth of a series of equal payments received in the future.
Present value of an annuity
Amount today equivalent to a specified future amount.
Annuity
Amount today equivalent to a specified future amount.
Future value of a single amount
Amount today equivalent to a specified future amount.
Future value of an annuity
Amount today equivalent to a specified future amount.
Compound interest
Amount today equivalent to a specified future amount.
Present value of a single amount
Amount today equivalent to a specified future amount.
Time value of money
Amount today equivalent to a specified future amount.
Discount rate
Amount today equivalent to a specified future amount.
Simple interest
Amount today equivalent to a specified future amount.
Interest
Amount today equivalent to a specified future amount.
Present value of an annuity
Interest earned on the initial investment only.
Annuity
Interest earned on the initial investment only.
Future value of a single amount
Interest earned on the initial investment only.
Future value of an annuity
Interest earned on the initial investment only.
Compound interest
Interest earned on the initial investment only.
Present value of a single amount
Interest earned on the initial investment only.
Time value of money
Interest earned on the initial investment only.
Discount rate
Interest earned on the initial investment only.
Simple interest
Interest earned on the initial investment only.
Interest
Interest earned on the initial investment only.
Present value of an annuity
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42
42.If you put $500 into a savings account that pays simple interest of 8% per year and then withdraw the money two years later,you will earn interest of $80.
Simple interest = ($500 8%)+ ($500 8%)= $80.
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43
52.The future value of $1,000 invested today for three years that earns 10% compounded annually is greater than the future value of a $500 annuity with the same interest rate over the same period.
The three-year annuity represents three payments of $500 (= $1,500),so the annuity is greater.
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44
57.Anthony would like to have $18,000 to buy a new car in three years.Currently,he has saved $15,000.If he puts $15,000 in an account that earns 6% interest,compounded annually,will he be able to buy the car in three years?
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45
47.Future value is how much an amount today will grow to be in the future.
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46
45.If you put $200 into a savings account that pays annual compound interest of 8% per year and then withdraw the money two years later,you will earn interest of $32.
Compound interest = ($200 8%)+ ($216 8%)= $33.28.
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47
Match between columns
Accumulation of an amount with interest.
Discount rate
Accumulation of an amount with interest.
Present value of a single amount
Accumulation of an amount with interest.
Time value of money
Accumulation of an amount with interest.
Simple interest
Accumulation of an amount with interest.
Present value of an annuity
Accumulation of an amount with interest.
Annuity
Accumulation of an amount with interest.
Future value of an annuity
Accumulation of an amount with interest.
Compound interest
Accumulation of an amount with interest.
Future value of a single amount
Interest earned on the initial investment and on previous interest.
Discount rate
Interest earned on the initial investment and on previous interest.
Present value of a single amount
Interest earned on the initial investment and on previous interest.
Time value of money
Interest earned on the initial investment and on previous interest.
Simple interest
Interest earned on the initial investment and on previous interest.
Present value of an annuity
Interest earned on the initial investment and on previous interest.
Annuity
Interest earned on the initial investment and on previous interest.
Future value of an annuity
Interest earned on the initial investment and on previous interest.
Compound interest
Interest earned on the initial investment and on previous interest.
Future value of a single amount
A series of equal periodic payments.
Discount rate
A series of equal periodic payments.
Present value of a single amount
A series of equal periodic payments.
Time value of money
A series of equal periodic payments.
Simple interest
A series of equal periodic payments.
Present value of an annuity
A series of equal periodic payments.
Annuity
A series of equal periodic payments.
Future value of an annuity
A series of equal periodic payments.
Compound interest
A series of equal periodic payments.
Future value of a single amount
Accumulation of a series of equal payments.
Discount rate
Accumulation of a series of equal payments.
Present value of a single amount
Accumulation of a series of equal payments.
Time value of money
Accumulation of a series of equal payments.
Simple interest
Accumulation of a series of equal payments.
Present value of an annuity
Accumulation of a series of equal payments.
Annuity
Accumulation of a series of equal payments.
Future value of an annuity
Accumulation of a series of equal payments.
Compound interest
Accumulation of a series of equal payments.
Future value of a single amount
A dollar now is worth more than a dollar later.
Discount rate
A dollar now is worth more than a dollar later.
Present value of a single amount
A dollar now is worth more than a dollar later.
Time value of money
A dollar now is worth more than a dollar later.
Simple interest
A dollar now is worth more than a dollar later.
Present value of an annuity
A dollar now is worth more than a dollar later.
Annuity
A dollar now is worth more than a dollar later.
Future value of an annuity
A dollar now is worth more than a dollar later.
Compound interest
A dollar now is worth more than a dollar later.
Future value of a single amount
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48
46.If you put $300 into a savings account that pays annual compound interest of 10% per year and then withdraw the money two years later,you will earn interest of $63.
($300 10%)+ ($330 10%)= $63.
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49
48.The more frequent the rate of compounding,the more interest that is earned on previous interest,resulting in a higher future value.
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50
51.An annuity is a series of equal cash payments over equal time intervals.
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51
60.Compute the present value of the following single amounts to be received at the end of the specified period at the given interest rate.
60.Compute the present value of the following single amounts to be received at the end of the specified period at the given interest rate.
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52
58.Michaela would like to have $10,000 for a European vacation in four years.Currently,she has saved $8,000.If she puts $8,000 in an account that earns 6% interest,compounded annually,will she be able to take the vacation in four years?
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53
43.If you put $600 into a savings account that pays simple interest of 10% per year and then withdraw the money two years later,you will earn interest of $126.
Simple interest = ($600 10%)+ ($600 10%)= $120.
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54
50.The discount rate is the rate at which someone is willing to give up current dollars for future dollars.
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55
59.Compute the present value of the following single amounts to be received at the end of the specified period at the given interest rate.
59.Compute the present value of the following single amounts to be received at the end of the specified period at the given interest rate.
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56
44.Compound interest is interest you earn on the initial investment and on previous interest.
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57
49.Present value indicates how much a present amount of money will grow to in the future.
Present value indicates the value today of receiving some larger amount in the future.
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58
53.The present value of $1,000 received three years from today with a discount rate of 10% is less than the present value of a $500 annuity with the same discount rate over the same period.
The three-year annuity represents three payments of $500 (= $1,500),so the present value of the annuity is greater.
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59
56.Compute the future value of the following invested amounts at the specified periods and interest rates.
56.Compute the future value of the following invested amounts at the specified periods and interest rates.
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60
41.Simple interest is interest earned on the initial investment only.
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61
68.Incognito Company is contemplating the purchase of a machine that provides it with net after-tax cash savings of $80,000 per year for 5 years.Assuming an 8% discount rate,calculate the present value of the cash savings.
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62
64.Hillsdale is considering two options for comparable computer software.Option A will cost $25,000 plus annual license renewals of $1,000 for three years,which includes technical support.Option B will cost $20,000 with technical support being an add-on charge.The estimated cost of technical support is $4,000 the first year,$3,000 the second year,and $2,000 the third year.Assume the software is purchased and paid for at the beginning of year one,but that technical support is paid for at the end of each year.The discount rate is 8%.Ignore income taxes.Determine which option should be chosen based on present value considerations.
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63
74.Which three factors are necessary in calculating the present value of a single amount?
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64
75.What is the relationship between the present value of a single amount and the present value of an annuity?
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65
71.Briefly describe the difference between simple interest and compound interest.
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66
73.Explain the difference between present value and future value.
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67
72.Two banks each have stated CD rates of 12%.Bank A compounds quarterly and Bank B compounds semiannually.Explain which bank offers the better CD.
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68
70.Briefly explain why the value of $100 received today is greater than the value of $100 received one year from now.
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69
67.Dobson Contractors is considering buying equipment at a cost of $75,000.The equipment is expected to generate cash flows of $15,000 per year for eight years and can be sold at the end of eight years for $5,000.The discount rate is 12%.Assume the equipment would be paid for on the first day of year one,but that all other cash flows occur at the end of the year.Ignore income tax considerations.Determine if Dobson should purchase the machine.
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70
61.If you had an investment opportunity that promises to pay you $20,000 in three years and you could earn a 10% annual return investing your money elsewhere,what is the most you should be willing to invest today in this opportunity?
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71
62.Touche Manufacturing is considering a rearrangement of its manufacturing operations.A consultant estimates that the rearrangement should result in after-tax cash savings of $6,000 the first year,$10,000 for the next two years,and $12,000 for the next two years.Assuming a 12% discount rate,calculate the total present value of the cash flows.
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72
69.Samson Inc.is contemplating the purchase of a machine that will provide it with net after-tax cash savings of $100,000 per year for 8 years.Assuming a 10% discount rate,calculate the present value of the cash savings.
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73
65.DON Corp.is contemplating the purchase of a machine that will produce net after-tax cash savings of $20,000 per year for 5 years.At the end of five years,the machine can be sold to realize after-tax cash flows of $5,000.Assuming a 12% discount rate,calculate the total present value of the cash savings.
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74
66.Baird Bros.Construction is considering the purchase of a machine at a cost of $125,000.The machine is expected to generate cash flows of $20,000 per year for ten years and can be sold at the end of ten years for $10,000.The discount rate is 10%.Assume the machine would be paid for on the first day of year one,but that all other cash flows occur at the end of the year.Ignore income tax considerations.Determine if Baird should purchase the machine.
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