Deck 4: Future Value, Present Value, and Interest Rates
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ملء الشاشة (f)
Deck 4: Future Value, Present Value, and Interest Rates
1
Credit:
A)probably came into being at the same time as coinage.
B)predates coinage by 2,000 years.
C)did not exist until the middle ages.
D)first became popular due to the writings of Aristotle.
A)probably came into being at the same time as coinage.
B)predates coinage by 2,000 years.
C)did not exist until the middle ages.
D)first became popular due to the writings of Aristotle.
B
2
Which of the following best expresses the payment a lender receives for lending money for three years?
A)3PV
B)PV(1 + i)3
C)PV/(1 + i)3
D)FV/(1 + i)3
A)3PV
B)PV(1 + i)3
C)PV/(1 + i)3
D)FV/(1 + i)3
B
3
If a saver has a positive rate of time preference then the present value of $100 to be received 1 year from today is:
A)more than $100.
B)not calculable.
C)less than 100.
D)unknown to the saver.
A)more than $100.
B)not calculable.
C)less than 100.
D)unknown to the saver.
C
4
A lender is promised a $100 payment (including interest) one year from today.If the lender has a 6% opportunity cost of money, he/she should be willing to accept what amount today?
A)$100.00
B)$106.20
C)$96.40
D)$94.34
A)$100.00
B)$106.20
C)$96.40
D)$94.34
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5
An investor deposits $400 into a bank account that earns an annual interest rate of 8%.Based on this information, how much interest will he earn during the second year alone?
A)$25.60
B)$32
C)$34.56
D)$64
A)$25.60
B)$32
C)$34.56
D)$64
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6
Suppose that Ray Allen, a basketball player for the Miami Heat, will become a free agent at the end of this NBA season.Suppose that Allen is considering two possible contracts from different teams.Note that the salaries are paid at the end of EACH year.
The interest rate is 10%.Based on this information, which of the following is true?
A)Allen should take the Seattle contract because it has a higher present value.
B)Allen should take the Portland contract because it has a higher present value.
C)Allen is indifferent between the two contracts because they are both worth $12 million.
D)Allen is indifferent between the two contracts because they are both worth $10.9 million.

A)Allen should take the Seattle contract because it has a higher present value.
B)Allen should take the Portland contract because it has a higher present value.
C)Allen is indifferent between the two contracts because they are both worth $12 million.
D)Allen is indifferent between the two contracts because they are both worth $10.9 million.
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7
Which of the following expresses 4.85%?
A)0.0485
B)4.850
C)0.00485
D)0.485
A)0.0485
B)4.850
C)0.00485
D)0.485
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8
Suppose a family wants to save $60,000 for a child's tuition.The child will be attending college in 18 years.For simplicity, assume the family is saving for a one-time college tuition payment.If the interest rate is 6%, then about how much does this family need to deposit in the bank today?
A)$10,000
B)$21,000
C)$42,000
D)$57,000
A)$10,000
B)$21,000
C)$42,000
D)$57,000
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9
Suppose Mary receives an $8,000 loan from First National Bank.Mary repays $8,480 to First National Bank at the end of one year.Assuming the simple calculation of interest, the interest rate on Mary's loan was:
A)8.00%
B)$480
C)6.00%
D)5.66%
A)8.00%
B)$480
C)6.00%
D)5.66%
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10
Which of the following best expresses the proceeds a lender receives from a one-year simple loan when the annual interest rate equals i?
A)PV + i
B)FV/i
C)PV(1 + i)
D)PV/i
A)PV + i
B)FV/i
C)PV(1 + i)
D)PV/i
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11
Which of the following best expresses the payment a saver receives for investing their money for two years?
A)PV + PV
B)PV + PV(1 + i)
C)PV(1 + i)2
D)2PV(1 + i)
A)PV + PV
B)PV + PV(1 + i)
C)PV(1 + i)2
D)2PV(1 + i)
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12
Suppose Paul borrows $4,000 for one year from his grandfather who charges Paul 7% interest.At the end of the year Paul will have to repay his grandfather:
A)$4,280
B)$4,290
C)$4,350
D)$4,820
A)$4,280
B)$4,290
C)$4,350
D)$4,820
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13
Suppose Tom receives a one-year loan from ABC Bank for $5,000.00.At the end of the year, Tom repays $5,400.00 to ABC Bank.Assuming the simple calculation of interest, the interest rate on Tom's loan was:
A)$400
B)8.00%
C)7.41%
D)20%
A)$400
B)8.00%
C)7.41%
D)20%
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14
Compound interest means that:
A)you get an interest deduction for paying your loan off early.
B)you get interest on interest.
C)you get an interest deduction if you take out a loan for longer than one year.
D)interest rates will rise on larger loans.
A)you get an interest deduction for paying your loan off early.
B)you get interest on interest.
C)you get an interest deduction if you take out a loan for longer than one year.
D)interest rates will rise on larger loans.
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15
Which of the following expresses 5.65%?
A)0.565
B)0.00565
C)5.65
D)0.0565
A)0.565
B)0.00565
C)5.65
D)0.0565
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16
If the interest rate is zero, a promise to receive a $100 payment one year from now is:
A)more valuable than receiving $100 today.
B)less valuable than receiving $100 today.
C)equal in value to receiving $100 today.
D)equal in value to receiving $101 today.
A)more valuable than receiving $100 today.
B)less valuable than receiving $100 today.
C)equal in value to receiving $100 today.
D)equal in value to receiving $101 today.
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17
Farou invests $2,000 at 8% interest.About how long will it take for Farou to double his investment ?
A)4 years
B)5 years
C)8 years
D)9 years
A)4 years
B)5 years
C)8 years
D)9 years
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18
Which of the following expresses 5.5%?
A)0.0055
B)5.50
C)0.550
D)0.0550
A)0.0055
B)5.50
C)0.550
D)0.0550
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19
The future value of $100 at a 5% per year interest rate at the end of one year is:
A)$95.00
B)$105.00
C)$97.50
D)107.50
A)$95.00
B)$105.00
C)$97.50
D)107.50
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20
A promise of a $100 payment to be received one year from today is:
A)more valuable than receiving the payment today.
B)less valuable than receiving the payment two years from now.
C)equally valuable as a payment received today if the interest rate is zero.
D)not enough information is provided to answer the question.
A)more valuable than receiving the payment today.
B)less valuable than receiving the payment two years from now.
C)equally valuable as a payment received today if the interest rate is zero.
D)not enough information is provided to answer the question.
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21
The value of $100 left in a certificate of deposit for four years that earns 4.5% annually will be:
A)$120.00
B)$119.25
C)$117.00
D)$145.00
A)$120.00
B)$119.25
C)$117.00
D)$145.00
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22
Mary deposits funds into a CD at her bank.The CD has an annual interest of 4.0%.If Mary leaves the funds in the CD for two years she will have $540.80.Assuming no penalties for withdrawing the funds early, what amount would Mary have at the end of one year?
A)$521.60
B)$490.00
C)$500.00
D)$520.00
A)$521.60
B)$490.00
C)$500.00
D)$520.00
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23
A saver knows that if she put $95 in the bank today she will receive $100 from the bank one year from now, including the interest she will earn.What is the interest rate she is earning?
A)5.10%
B)6.00%
C)5.52%
D)5.26%
A)5.10%
B)6.00%
C)5.52%
D)5.26%
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24
What is the future value of $1,000 after six months earning 12% annually?
A)$1,050.00
B)$1,060.00
C)$1,120.00
D)$1,058.30
A)$1,050.00
B)$1,060.00
C)$1,120.00
D)$1,058.30
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25
According to the rule of 72:
A)any amount should double in value in 72 months if invested at 10%.
B)72/interest rate is the number of years approximately it will take for an amount to double.
C)72 × interest rate is the number of years it will take for an amount to double.
D)the interest rate divided by the number of years invested will always equal 72%.
A)any amount should double in value in 72 months if invested at 10%.
B)72/interest rate is the number of years approximately it will take for an amount to double.
C)72 × interest rate is the number of years it will take for an amount to double.
D)the interest rate divided by the number of years invested will always equal 72%.
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26
The value of $100 left in a savings account earning 5% a year, will be worth what amount after ten years?
A)$150.00
B)$160.50
C)$159.84
D)$162.89
A)$150.00
B)$160.50
C)$159.84
D)$162.89
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27
The future value of $200 that is left in account earning 6.5% interest for three years is best expressed by which of the following?
A)$200(1.065) × 3
B)$200(1.065)/3
C)$200(1.065)n
D)$200(1.065)3
A)$200(1.065) × 3
B)$200(1.065)/3
C)$200(1.065)n
D)$200(1.065)3
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28
Mary deposits funds into a CD at her bank.The CD has an annual interest of 4.0%.If Mary leaves the funds in the CD for two years she will have $540.80.What amount is Mary depositing?
A)$520.00
B)$514.50
C)$500.00
D)$512.40
A)$520.00
B)$514.50
C)$500.00
D)$512.40
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29
The rule of 72 says that at 6% interest $100 should become $200 in about:
A)72 months
B)100 months
C)12 years
D)7.2 years
A)72 months
B)100 months
C)12 years
D)7.2 years
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30
The decimal equivalent of a basis point is:
A)0.0001
B)1.00
C)0.001
D)0.01
A)0.0001
B)1.00
C)0.001
D)0.01
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31
Tom deposits funds in his savings account at the bank which is paying 3.5% interest.If he keeps his funds in the bank for one year he will have $155.25.What amount is Tom depositing?
A)$151.75
B)$150.00
C)$148.75
D)$147.50
A)$151.75
B)$150.00
C)$148.75
D)$147.50
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32
Which of the following best expresses the future value of $100 left in a savings account earning 3.5% for three and a half years?
A)$100(1.035)3.5
B)$100(0.35)3.5
C)$100 × 3.5 × (1.035)
D)$100(1.035)3/2
A)$100(1.035)3.5
B)$100(0.35)3.5
C)$100 × 3.5 × (1.035)
D)$100(1.035)3/2
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33
What is the present value of $200 promised two years from now at 5% annual interest?
A)$190.00
B)$220.00
C)$180.00
D)$181.41
A)$190.00
B)$220.00
C)$180.00
D)$181.41
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34
One hundred basis points could be expressed as:
A)0.01%
B)1.00%
C)100.0%
D)0.10%
A)0.01%
B)1.00%
C)100.0%
D)0.10%
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35
What is the present value of $100 promised one year from now at 10% annual interest?
A)$89.50
B)$90.00
C)$90.91
D)$91.25
A)$89.50
B)$90.00
C)$90.91
D)$91.25
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36
Which of the following best expresses the present value of $500 that you have to wait four years and three months to receive?
A)($500/4.25) × (1 + i)
B)$500 × 4.25 × (1 + i)
C)$500/(1 + i)4.25
D)($500/4) × (1 + i)3
A)($500/4.25) × (1 + i)
B)$500 × 4.25 × (1 + i)
C)$500/(1 + i)4.25
D)($500/4) × (1 + i)3
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37
In reading the national business news, you hear that mortgage rates increased by 50 basis points.If mortgage rates were initially at 6.5%, what are they after this increase?
A)6.55%
B)7.0%
C)11.5%
D)56.5%
A)6.55%
B)7.0%
C)11.5%
D)56.5%
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38
If 10% is the annual rate, considering compounding, the monthly rate is:
A)0.0833%
B)0.833%
C)0.00797%
D)1.0833%
A)0.0833%
B)0.833%
C)0.00797%
D)1.0833%
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39
The future value of $100 that earns 10% annually for n years is best expressed by which of the following?
A)$100(0.1)n
B)$100 × n × (1.1)
C)$100(1.1)n
D)$100/(1.1)n
A)$100(0.1)n
B)$100 × n × (1.1)
C)$100(1.1)n
D)$100/(1.1)n
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40
Sharon deposits $150.00 in her savings account at the bank.At the end of one year she has $156.38.What was the interest rate that Sharon earned?
A)4.25%
B)6.38%
C)4.52%
D)5.63%
A)4.25%
B)6.38%
C)4.52%
D)5.63%
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41
An investment carrying a current cost of $120,000 is going to generate $50,000 of revenue for each of the next three years.To calculate the internal rate of return we need to:
A)calculate the present value of each of the $50,000 payments and multiply these and set this equal to $120,000.
B)find the interest rate at which the present value of $150,000 for three years from now equals $120,000.
C)find the interest rate at which the sum of the present values of $50,000 for each of the next three years equals $120,000.
D)subtract $120,000 from $150,000 and set this difference equal to the interest rate.
A)calculate the present value of each of the $50,000 payments and multiply these and set this equal to $120,000.
B)find the interest rate at which the present value of $150,000 for three years from now equals $120,000.
C)find the interest rate at which the sum of the present values of $50,000 for each of the next three years equals $120,000.
D)subtract $120,000 from $150,000 and set this difference equal to the interest rate.
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42
The lower the interest rate, i, the:
A)lower is the present value.
B)greater must be n.
C)higher is the present value.
D)higher is the future value.
A)lower is the present value.
B)greater must be n.
C)higher is the present value.
D)higher is the future value.
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43
Doubling the future value will cause:
A)the present value to fall by half.
B)the interest rate i, to double.
C)no change to present value, only the interest rate.
D)the present value to double.
A)the present value to fall by half.
B)the interest rate i, to double.
C)no change to present value, only the interest rate.
D)the present value to double.
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44
The internal rate of return of an investment is:
A)the same as return on investment.
B)zero when the present value of an investment equals its cost.
C)the interest rate that equates the present value of an investment with its cost.
D)equal to the market rate of interest when an investment is made.
A)the same as return on investment.
B)zero when the present value of an investment equals its cost.
C)the interest rate that equates the present value of an investment with its cost.
D)equal to the market rate of interest when an investment is made.
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45
The higher the future value of the payment the:
A)lower the present value.
B)higher the present value.
C)future value doesn't impact the present value, only the interest rate really matters.
D)lower the present value because the interest rate must fall.
A)lower the present value.
B)higher the present value.
C)future value doesn't impact the present value, only the interest rate really matters.
D)lower the present value because the interest rate must fall.
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46
A monthly growth rate of 0.6% is an annual growth rate of:
A)7.20%
B)6.00%
C)7.60%
D)7.44%
A)7.20%
B)6.00%
C)7.60%
D)7.44%
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47
If the internal rate of return from an investment is more than the opportunity cost of funds the firm should:
A)make the investment.
B)not make the investment.
C)only make the investment using retained earnings.
D)only make part of the investment and wait to see if interest rates decrease.
A)make the investment.
B)not make the investment.
C)only make the investment using retained earnings.
D)only make part of the investment and wait to see if interest rates decrease.
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48
An investment has grown from $100.00 to $130.00 or by 30% over four years.What annual increase gives a 30% increase over four years?
A)7.50%
B)6.30%
C)6.78%
D)7.24%
A)7.50%
B)6.30%
C)6.78%
D)7.24%
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49
An investment grows from $100.00 to $150.00 or 50% over five years.What annual increase gives a 50% increase over five years?
A)12.00%
B)10.00%
C)9.25%
D)8.45%
A)12.00%
B)10.00%
C)9.25%
D)8.45%
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50
The present value and the interest rate have:
A)a direct relationship; as i increases, pv increases.
B)an inverse relationship; as i increases, pv decreases.
C)an unclear relationship; whether it is direct or inverse depends on the interest rate.
D)no relationship.
A)a direct relationship; as i increases, pv increases.
B)an inverse relationship; as i increases, pv decreases.
C)an unclear relationship; whether it is direct or inverse depends on the interest rate.
D)no relationship.
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51
Doubling the future value will cause the:
A)present value to double.
B)present value to decrease.
C)present value to increase by less than 100%.
D)interest rate, i, to decrease.
A)present value to double.
B)present value to decrease.
C)present value to increase by less than 100%.
D)interest rate, i, to decrease.
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52
A monthly growth rate of 0.5% is an annual growth rate of:
A)6.00%
B)5.00%
C)6.17%
D)6.50%
A)6.00%
B)5.00%
C)6.17%
D)6.50%
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53
The "coupon rate" is:
A)the annual amount of interest payments made on a bond as a percentage of the amount borrowed.
B)the change in the value of a bond expressed as a percentage of the amount borrowed.
C)another name for the yield on a bond, assuming the bond is sold before it matures.
D)the total amount of interest payments made on a bond as a percentage of the amount borrowed.
A)the annual amount of interest payments made on a bond as a percentage of the amount borrowed.
B)the change in the value of a bond expressed as a percentage of the amount borrowed.
C)another name for the yield on a bond, assuming the bond is sold before it matures.
D)the total amount of interest payments made on a bond as a percentage of the amount borrowed.
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54
At any fixed interest rate, an increase in time, n, until a payment is made:
A)increases the present value.
B)has no impact on the present value since the interest rate is fixed.
C)reduces the present value.
D)affects only the future value.
A)increases the present value.
B)has no impact on the present value since the interest rate is fixed.
C)reduces the present value.
D)affects only the future value.
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55
A monthly interest rate of 1% is a compounded annual rate of:
A)12.68%
B)10.00%
C)14.11%
D)6.00%
A)12.68%
B)10.00%
C)14.11%
D)6.00%
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56
The shorter the time until a payment the:
A)higher the present value.
B)lower the present value because time is valuable.
C)lower must be the interest rate.
D)higher must be the interest rate.
A)higher the present value.
B)lower the present value because time is valuable.
C)lower must be the interest rate.
D)higher must be the interest rate.
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57
A mortgage, where the monthly payments are the same for the duration of the loan, is an example of a(n):
A)variable payment loan.
B)installment loan.
C)fixed payment loan.
D)equity security.
A)variable payment loan.
B)installment loan.
C)fixed payment loan.
D)equity security.
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58
A change in the interest rate:
A)has a smaller impact on the present value of a payment to be made far into the future than on one to be made sooner.
B)will not make a difference in the present values of two equal payments to be made at different times.
C)has a larger impact on the present value of a payment to be made far into the future than on one to be made sooner.
D)has a larger impact on the present value of a bigger payment to be made far into the future than on one of lesser value.
A)has a smaller impact on the present value of a payment to be made far into the future than on one to be made sooner.
B)will not make a difference in the present values of two equal payments to be made at different times.
C)has a larger impact on the present value of a payment to be made far into the future than on one to be made sooner.
D)has a larger impact on the present value of a bigger payment to be made far into the future than on one of lesser value.
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59
Higher savings usually requires higher interest rates because:
A)everyone prefers to save more instead of consuming.
B)saving requires sacrifice and people must be compensated for this sacrifice.
C)higher savings means we expect interest rates to decrease.
D)of the rule of 72.
A)everyone prefers to save more instead of consuming.
B)saving requires sacrifice and people must be compensated for this sacrifice.
C)higher savings means we expect interest rates to decrease.
D)of the rule of 72.
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60
What is the present value of $500 promised four years from now at 5% annual interest?
A)$411.35
B)$400.00
C)$607.75
D)$520.00
A)$411.35
B)$400.00
C)$607.75
D)$520.00
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61
As inflation increases, for any fixed nominal interest rate, the real interest rate:
A)also increases.
B)remains the same, that's why it is real.
C)decreases.
D)decreases by less than the increase in inflation.
A)also increases.
B)remains the same, that's why it is real.
C)decreases.
D)decreases by less than the increase in inflation.
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62
Suppose the nominal interest rate on a one-year car loan is 8% and the inflation rate is expected to be 3% over the next year.Based on this information, we know:
A)the ex ante real interest rate is 5%.
B)the lender benefits more than the borrower because of the difference in the nominal versus real interest rates.
C)at the end of the year, the borrower pays only 5% in nominal interest.
D)the ex post real interest rate 11%.
A)the ex ante real interest rate is 5%.
B)the lender benefits more than the borrower because of the difference in the nominal versus real interest rates.
C)at the end of the year, the borrower pays only 5% in nominal interest.
D)the ex post real interest rate 11%.
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63
The price of a coupon bond will increase as the:
A)face value decreases.
B)yield increases.
C)coupon payments increase.
D)term to maturity is shorter.
A)face value decreases.
B)yield increases.
C)coupon payments increase.
D)term to maturity is shorter.
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64
The coupon rate for a coupon bond is equal to the:
A)annual coupon payment divided by the face value of the bond.
B)annual coupon payment divided by the purchase price of the bond.
C)purchase price of the bond divided by the coupon payment.
D)annual coupon payment divided by the selling price of the bond.
A)annual coupon payment divided by the face value of the bond.
B)annual coupon payment divided by the purchase price of the bond.
C)purchase price of the bond divided by the coupon payment.
D)annual coupon payment divided by the selling price of the bond.
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65
The price of a coupon bond is determined by:
A)taking the present value of the bond's final payment and subtracting the coupon payments.
B)taking the present value of the coupon payments and adding this to the face value.
C)taking the present value of all of the bond's payments.
D)estimating its future value.
A)taking the present value of the bond's final payment and subtracting the coupon payments.
B)taking the present value of the coupon payments and adding this to the face value.
C)taking the present value of all of the bond's payments.
D)estimating its future value.
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66
A borrower who makes a $1000 loan for one year and earns interest in the amount of $75, earns what nominal interest rate and what real interest rate if inflation is two percent?
A)A nominal rate of 5.5% and a real rate of 2.0%.
B)A nominal rate of 7.5% and a real rate of 5.0%.
C)A nominal rate of 7.5% and a real rate of 9.5%.
D)A nominal rate of 7.5% and a real rate of 5.5%.
A)A nominal rate of 5.5% and a real rate of 2.0%.
B)A nominal rate of 7.5% and a real rate of 5.0%.
C)A nominal rate of 7.5% and a real rate of 9.5%.
D)A nominal rate of 7.5% and a real rate of 5.5%.
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67
Which formula below best expresses the real interest rate, (r)?
A)i = r - πe
B)r = i + πe
C)r = i - πe
D)πe = i + r
A)i = r - πe
B)r = i + πe
C)r = i - πe
D)πe = i + r
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68
The price of a coupon bond is determined by taking the present value of:
A)the bond's final payment and subtracting the coupon payments.
B)the coupon payments and adding this to the face value.
C)the bond's final payment.
D)all of the bond's payments.
A)the bond's final payment and subtracting the coupon payments.
B)the coupon payments and adding this to the face value.
C)the bond's final payment.
D)all of the bond's payments.
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69
If a bond has a face value of $1000 and a coupon rate of 4.25%, the bond owner will receive annual coupon payments of:
A)$425.00
B)$4.25
C)$42.50
D)a value that cannot be determined from the information provided.
A)$425.00
B)$4.25
C)$42.50
D)a value that cannot be determined from the information provided.
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70
Interest rates that are adjusted for expected inflation are known as:
A)coupon rates.
B)ex ante real interest rates.
C)ex post real interest rates.
D)nominal interest rates.
A)coupon rates.
B)ex ante real interest rates.
C)ex post real interest rates.
D)nominal interest rates.
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71
Considering the data on real and nominal interest rates for the U.S.from 1979 to 2012, which of the following statements is most accurate?
A)The real interest rate remains unchanged over time.
B)There have been times when the real interest rate has been negative.
C)Nominal interest rates higher in 2000 than they had been at any other point in time.
D)The inflation rate is always greater than the real interest rate.
A)The real interest rate remains unchanged over time.
B)There have been times when the real interest rate has been negative.
C)Nominal interest rates higher in 2000 than they had been at any other point in time.
D)The inflation rate is always greater than the real interest rate.
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72
Which of the following is necessarily true of coupon bonds?
A)The price exceeds the face value.
B)The coupon rate exceeds the interest rate.
C)The price is equal to the coupon payments.
D)The price is the sum of the present value of coupon payments and the face value.
A)The price exceeds the face value.
B)The coupon rate exceeds the interest rate.
C)The price is equal to the coupon payments.
D)The price is the sum of the present value of coupon payments and the face value.
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73
A coupon bond is a bond that:
A)always sells at a price that is less than the face value.
B)provides the owner with regular payments.
C)pays the owner the sum of the coupons at the bond's maturity.
D)pays a variable coupon rate depending on the bond's price.
A)always sells at a price that is less than the face value.
B)provides the owner with regular payments.
C)pays the owner the sum of the coupons at the bond's maturity.
D)pays a variable coupon rate depending on the bond's price.
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74
Which of the following statements is most correct?
A)We can always compute the ex post real interest rate but not the ex ante real rate.
B)We cannot compute either the ex post or ex ante real interest rates accurately.
C)We can accurately compute the ex ante real interest rate but not the ex post real rate.
D)None of the statements are correct.
A)We can always compute the ex post real interest rate but not the ex ante real rate.
B)We cannot compute either the ex post or ex ante real interest rates accurately.
C)We can accurately compute the ex ante real interest rate but not the ex post real rate.
D)None of the statements are correct.
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75
If a bond has a face value of $1,000 and the bondholder receives coupon payments of $27.50 semi-annually, the bond's coupon rate is:
A)2.75%
B)5.50%
C)27.5%
D)a value that cannot be determined from the information provided.
A)2.75%
B)5.50%
C)27.5%
D)a value that cannot be determined from the information provided.
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76
Usually an investment will be profitable if:
A)the internal rate of return is less than the cost of borrowing.
B)the cost of borrowing is equal to the internal rate of return.
C)it is financed with retained earnings.
D)the cost of borrowing is less than the internal rate of return.
A)the internal rate of return is less than the cost of borrowing.
B)the cost of borrowing is equal to the internal rate of return.
C)it is financed with retained earnings.
D)the cost of borrowing is less than the internal rate of return.
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77
Compounding refers to the
A)calculation of after tax interest returns.
B)internal rate of return a firm earns on an investment.
C)real interest return after taxes.
D)process of earning interest on both the principal and the interest of an investment.
A)calculation of after tax interest returns.
B)internal rate of return a firm earns on an investment.
C)real interest return after taxes.
D)process of earning interest on both the principal and the interest of an investment.
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78
Consider a bond that costs $1000 today and promises a one-time future payment of $1080 in four years.What is the approximate interest rate on this bond?
A)2%
B)4%
C)8%
D)10.8%
A)2%
B)4%
C)8%
D)10.8%
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79
A credit card that charges a monthly interest rate of 1.5% has an effective annual interest rate of:
A)18.0%
B)19.6%
C)15.0%
D)17.50%
A)18.0%
B)19.6%
C)15.0%
D)17.50%
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80
The interest rate that equates the price of a bond with the present value of its payments:
A)will vary directly with the value of the bond.
B)should be the one that makes the value equal to the par value of the bond.
C)will vary inversely with the value of the bond.
D)should always be greater than the coupon rate.
A)will vary directly with the value of the bond.
B)should be the one that makes the value equal to the par value of the bond.
C)will vary inversely with the value of the bond.
D)should always be greater than the coupon rate.
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