Deck 3: Valuing Bonds

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Question
A bond has a face value of $1,000, an annual coupon rate of 7 percent, yield to maturity of 10 percent, and 20 years to maturity.The bond's duration is

A)10.0 years.
B)7.4 years.
C)20.0 years.
D)12.6 years.
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Question
A government bond issued in Germany has a coupon rate of 5 percent, a face value of 100 euros, and matures in five years.The bond pays annual interest payments.Calculate the yield to maturity of the bond (in euros) if the price of the bond is 106 euros.

A)5.00 percent
B)3.80 percent
C)3.66 percent
D)6.00 percent
Question
A five-year treasury bond with a coupon rate of 8 percent has a face value of $1,000.What is the semiannual interest payment?

A)$80
B)$40
C)$100
D)$50
Question
A three-year bond with 10 percent coupon rate and $1,000 face value yields 8 percent.Assuming annual coupon payments, calculate the price of the bond.

A)$857.96
B)$951.96
C)$1,000.00
D)$1,051.54
Question
If a bond's volatility is 10.00 percent and the interest rate goes down by 0.75 percent (points), then the price of the bond

A)decreases by 10.00 percent.
B)decreases by 7.50 percent.
C)increases by 7.50 percent.
D)increases by 0.75 percent.
Question
Which of the following statements about the relationship between interest rates and bond prices is true?

A)There is an inverse relationship between bond prices and interest rates, and the price of long-term bonds fluctuates more than the price of short-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
B)There is an inverse relationship between bond prices and interest rates, and the price of short-term bonds fluctuates more than the price of long-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
C)There is a direct relationship between bond prices and interest rates, and the price of short-term bonds fluctuates more than the price of long-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
D)There is a direct relationship between bond prices and interest rates, and the price of long-term bonds fluctuates more than the price of short-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
Question
The type of bonds where the identities of bond owners are recorded and the coupon interest payments are sent automatically are called

A)bearer bonds.
B)government bonds.
C)registered bonds.
D)recorded bonds.
Question
A three-year bond has an 8 percent coupon rate and a $1,000 face value.If the yield to maturity on the bond is 10 percent, calculate the price of the bond assuming that the bond makes semiannual coupon payments.

A)$857.96
B)$949.24
C)$1,057.54
D)$1,000.00
Question
A bond with duration of 5.7 years has a yield to maturity of 9 percent.The bond's volatility (modified duration) is

A)1.9 percent.
B)5.2 percent.
C)5.7 percent.
D)9.0 percent.
Question
If a bond pays interest semiannually, then it pays interest

A)once per year.
B)every six months.
C)every three months.
D)every two years.
Question
If a bond's volatility is 5.0 percent and its yield to maturity changes by 0.5 percent (points), then the price of the bond

A)changes by 5.0 percent.
B)changes by 2.5 percent.
C)changes by 7.5 percent.
D)will not change.
Question
Generally, a bond can be valued as a package of

A)annuity and perpetuity only.
B)perpetuity and single payment only.
C)annuity and single payment only.
D)annuity, perpetuity, and single payment.
Question
The following entities issue bonds to engage in long-term borrowing except

A)the federal government.
B)state and local governments.
C)corporations.
D)individuals.
Question
A bond with duration of 10 years has a yield to maturity of 10 percent.This bond's volatility (modified duration) is

A)9.09 percent.
B)6.8 percent.
C)14.6 percent.
D)10.0 percent.
Question
Consider a bond with a face value of $1,000, an annual coupon rate of 6 percent, a yield to maturity of 8 percent, and 10 years to maturity.This bond's duration is

A)8.7 years.
B)7.6 years.
C)10.0 years.
D)6.5 years.
Question
A government bond issued in Germany has a coupon rate of 5 percent, a face value of 100 euros, and matures in five years.The bond pays annual interest payments.Calculate the price of the bond (in euros) if the yield to maturity is 3.5 percent.

A)100.00
B)106.77
C)106.33
D)105.00
Question
A five-year bond with a 10 percent coupon rate and $1,000 face value is selling for $1,123.Calculate the yield to maturity on the bond assuming annual interest payments.

A)10.0 percent
B)8.9 percent
C)7.0 percent
D)5.0 percent
Question
A bond has a face value of $1,000, a coupon rate of 0 percent, yield to maturity of 9 percent, and 10 years to maturity.This bond's duration is

A)6.7 years.
B)7.5 years.
C)9.6 years.
D)10.0 years.
Question
A four-year bond has an 8 percent coupon rate and a face value of $1,000.If the current price of the bond is $878.31, calculate the yield to maturity of the bond (assuming annual interest payments).

A)8 percent
B)10 percent
C)12 percent
D)6 percent
Question
You buy a 12-year 10 percent annual coupon bond at par value, $1,000.You sell the bond three years later for $1,100.What is your rate of return over this three-year period?

A)40 percent
B)10 percent
C)20 percent
D)30 percent
Question
U.S.Treasury bonds have almost zero default risk but are subject to inflation risk.
Question
The expectations theory implies that the only reason for a declining term structure is that investors expect spot interest rates to fall.
Question
The volatility of a bond is given by

A)duration/(1 + yield) only.
B)slope of the curve relating the bond price to the interest rate only.
C)yield to maturity only.
D)duration/(1 + yield) and slope of the curve relating the bond price to the interest rate only.
Question
If the nominal interest rate per year is 10 percent and the inflation rate is 4 percent, what is the real rate of interest?

A)10.0 percent
B)4.1 percent
C)5.8 percent
D)14.0 percent
Question
The interest rate represented by "r2" is the

A)spot rate on a one-year investment.
B)spot rate on a two-year investment.
C)expected spot rate two years from today.
D)expected spot rate one year from today.
Question
One can best describe the term structure of interest rates as the relationship between

A)spot interest rates and bond prices.
B)spot interest rates and stock prices.
C)spot interest rates and time.
D)yields of coupon bonds and their maturity.
Question
The yield to maturity on a bond is really its internal rate of return.
Question
Mr.X invests $1,000 at a 10 percent nominal rate for one year.If the inflation rate is 4 percent, what is the real value of the investment at the end of one year?

A)$1,100
B)$1,000
C)$1,058
D)$1,040
Question
Which of the following bonds has the longest duration?

A)5-year coupon bond
B)5-year, zero-coupon bond
C)10-year coupon bond
D)10-year, zero-coupon bond
Question
As CFO of your corporation, you would prefer (all else equal) to see the price of your corporation's bonds

A)increase, indicating that bond investors view your firm as less risky.
B)decrease, indicating that bond investors view your firm as less risky.
C)increase, indicating that bond investors view your firm as more willing to take risks.
D)decrease, indicating that bond investors view your firm as more willing to take risks.
Question
If the term structure of interest rates is flat, then the 9-year spot interest rate equals the 10-year spot interest rate.
Question
The duration of a zero-coupon bond is the same as its maturity.
Question
Short-term and long-term interest rates always move in parallel.
Question
Which bond is more sensitive to an interest rate change of 0.75 percent? Bond A: YTM = 4.00%, maturity = 8 years, coupon = 6% or $60, par value = $1,000.Bond B: YTM = 3.50%, maturity = 5 years, coupon = 7% or $70, par value = $1,000.

A)Bond A
B)Bond B
C)Both are equally sensitive.
D)Cannot be determined
Question
Which of the following bonds has the greatest volatility?

A)5-year coupon bond
B)5-year, zero-coupon bond
C)10-year coupon bond
D)10-year, zero-coupon bond
Question
The term structure of interest rates determines the relationship between yield to maturity and maturity.
Question
(1 + rnominal) = (1 + rreal)(1 + inflation rate).
Question
The duration of any bond is the same as its maturity.
Question
The longer a bond's duration, the greater its volatility.
Question
In the United States, most bonds make coupon payments annually.
Question
Discuss the concept of duration.
Question
Inflation-indexed bonds were almost unknown in the United States before 1997.
Question
Define the term
The real interest rate is the nominal interest rate adjusted for inflation.We do not observe it directly (except for the case of U.S.Treasury TIPS).The relationship between the two is given by
1 + rnominal = (1 + rreal rate)(1 + inflation rate).(An approximate formula that works for small
values is: rnominal = rreal rate + inflation rate.)
Question
The law of one price states that the same commodity must sell at the same price in a well-functioning market.
Question
Briefly explain the expectations theory.
Question
A U.S.Treasury "strip" is a zero-coupon bond.
Question
Briefly discuss the concept of volatility.
Question
The U.S.Treasury issues inflation-indexed bonds known as TIPs.
Question
Long-term spot rates are usually higher than short-term spot rates.
Question
Consider the impact of inflation risk on the term structure of interest rates.If investors become more wary of inflation, one would expect to observe a steeper, more upwards sloping, term structure of interest rates.
Question
For many years, real rates of interest tended to fluctuate more wildly than nominal rates of interest.
Question
Corporate bond yields are generally higher than government bond yields for bonds having the same coupon rate and maturity.
Question
From the investor's perspective, briefly describe the cash flows associated with a bond.
Question
What is the relationship between real and nominal rates of interest?
Question
What is the relationship between interest rates and bond prices?
Question
Briefly explain what is meant by the term structure of interest rates.
Question
The spread of junk bond yields, over that of U.S.Treasuries, is generally lower than the spread of investment-grade bonds.
Question
Briefly explain the term
The yield to maturity is the single discount rate that implies the present value of the cash flows received from buying a bond is equal to its current price.It can be used for calculating the bond's price.Conceptually, it is the same as the internal rate of return (IRR).
Question
Two bonds have the same maturity, risk rating, and face value, but have different coupon rates.The bond with a lower coupon rate will have a longer duration.
Question
Once a bond defaults, bondholders can no longer receive any residual payment from the bond.
Question
Discuss why a dollar tomorrow cannot be worth less than a dollar the day after tomorrow.
If a dollar tomorrow were worth less than a dollar a day after tomorrow, it would be possible to earn a very large amount of money through a "money-machine" effect.This is only possible if someone else is losing a very large amount of money.These conditions can only exist for a short period and cannot exist in equilibrium as the source of money is quickly exhausted.Thus, a dollar tomorrow cannot be worth less than a dollar the day after tomorrow.
Question
What are TIPs? Briefly explain.
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Deck 3: Valuing Bonds
1
A bond has a face value of $1,000, an annual coupon rate of 7 percent, yield to maturity of 10 percent, and 20 years to maturity.The bond's duration is

A)10.0 years.
B)7.4 years.
C)20.0 years.
D)12.6 years.
10.0 years.
2
A government bond issued in Germany has a coupon rate of 5 percent, a face value of 100 euros, and matures in five years.The bond pays annual interest payments.Calculate the yield to maturity of the bond (in euros) if the price of the bond is 106 euros.

A)5.00 percent
B)3.80 percent
C)3.66 percent
D)6.00 percent
3.66 percent
3
A five-year treasury bond with a coupon rate of 8 percent has a face value of $1,000.What is the semiannual interest payment?

A)$80
B)$40
C)$100
D)$50
$40
4
A three-year bond with 10 percent coupon rate and $1,000 face value yields 8 percent.Assuming annual coupon payments, calculate the price of the bond.

A)$857.96
B)$951.96
C)$1,000.00
D)$1,051.54
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5
If a bond's volatility is 10.00 percent and the interest rate goes down by 0.75 percent (points), then the price of the bond

A)decreases by 10.00 percent.
B)decreases by 7.50 percent.
C)increases by 7.50 percent.
D)increases by 0.75 percent.
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6
Which of the following statements about the relationship between interest rates and bond prices is true?

A)There is an inverse relationship between bond prices and interest rates, and the price of long-term bonds fluctuates more than the price of short-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
B)There is an inverse relationship between bond prices and interest rates, and the price of short-term bonds fluctuates more than the price of long-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
C)There is a direct relationship between bond prices and interest rates, and the price of short-term bonds fluctuates more than the price of long-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
D)There is a direct relationship between bond prices and interest rates, and the price of long-term bonds fluctuates more than the price of short-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
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7
The type of bonds where the identities of bond owners are recorded and the coupon interest payments are sent automatically are called

A)bearer bonds.
B)government bonds.
C)registered bonds.
D)recorded bonds.
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k this deck
8
A three-year bond has an 8 percent coupon rate and a $1,000 face value.If the yield to maturity on the bond is 10 percent, calculate the price of the bond assuming that the bond makes semiannual coupon payments.

A)$857.96
B)$949.24
C)$1,057.54
D)$1,000.00
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9
A bond with duration of 5.7 years has a yield to maturity of 9 percent.The bond's volatility (modified duration) is

A)1.9 percent.
B)5.2 percent.
C)5.7 percent.
D)9.0 percent.
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10
If a bond pays interest semiannually, then it pays interest

A)once per year.
B)every six months.
C)every three months.
D)every two years.
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11
If a bond's volatility is 5.0 percent and its yield to maturity changes by 0.5 percent (points), then the price of the bond

A)changes by 5.0 percent.
B)changes by 2.5 percent.
C)changes by 7.5 percent.
D)will not change.
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12
Generally, a bond can be valued as a package of

A)annuity and perpetuity only.
B)perpetuity and single payment only.
C)annuity and single payment only.
D)annuity, perpetuity, and single payment.
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k this deck
13
The following entities issue bonds to engage in long-term borrowing except

A)the federal government.
B)state and local governments.
C)corporations.
D)individuals.
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k this deck
14
A bond with duration of 10 years has a yield to maturity of 10 percent.This bond's volatility (modified duration) is

A)9.09 percent.
B)6.8 percent.
C)14.6 percent.
D)10.0 percent.
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15
Consider a bond with a face value of $1,000, an annual coupon rate of 6 percent, a yield to maturity of 8 percent, and 10 years to maturity.This bond's duration is

A)8.7 years.
B)7.6 years.
C)10.0 years.
D)6.5 years.
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16
A government bond issued in Germany has a coupon rate of 5 percent, a face value of 100 euros, and matures in five years.The bond pays annual interest payments.Calculate the price of the bond (in euros) if the yield to maturity is 3.5 percent.

A)100.00
B)106.77
C)106.33
D)105.00
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17
A five-year bond with a 10 percent coupon rate and $1,000 face value is selling for $1,123.Calculate the yield to maturity on the bond assuming annual interest payments.

A)10.0 percent
B)8.9 percent
C)7.0 percent
D)5.0 percent
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18
A bond has a face value of $1,000, a coupon rate of 0 percent, yield to maturity of 9 percent, and 10 years to maturity.This bond's duration is

A)6.7 years.
B)7.5 years.
C)9.6 years.
D)10.0 years.
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19
A four-year bond has an 8 percent coupon rate and a face value of $1,000.If the current price of the bond is $878.31, calculate the yield to maturity of the bond (assuming annual interest payments).

A)8 percent
B)10 percent
C)12 percent
D)6 percent
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20
You buy a 12-year 10 percent annual coupon bond at par value, $1,000.You sell the bond three years later for $1,100.What is your rate of return over this three-year period?

A)40 percent
B)10 percent
C)20 percent
D)30 percent
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21
U.S.Treasury bonds have almost zero default risk but are subject to inflation risk.
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22
The expectations theory implies that the only reason for a declining term structure is that investors expect spot interest rates to fall.
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k this deck
23
The volatility of a bond is given by

A)duration/(1 + yield) only.
B)slope of the curve relating the bond price to the interest rate only.
C)yield to maturity only.
D)duration/(1 + yield) and slope of the curve relating the bond price to the interest rate only.
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24
If the nominal interest rate per year is 10 percent and the inflation rate is 4 percent, what is the real rate of interest?

A)10.0 percent
B)4.1 percent
C)5.8 percent
D)14.0 percent
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25
The interest rate represented by "r2" is the

A)spot rate on a one-year investment.
B)spot rate on a two-year investment.
C)expected spot rate two years from today.
D)expected spot rate one year from today.
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26
One can best describe the term structure of interest rates as the relationship between

A)spot interest rates and bond prices.
B)spot interest rates and stock prices.
C)spot interest rates and time.
D)yields of coupon bonds and their maturity.
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27
The yield to maturity on a bond is really its internal rate of return.
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28
Mr.X invests $1,000 at a 10 percent nominal rate for one year.If the inflation rate is 4 percent, what is the real value of the investment at the end of one year?

A)$1,100
B)$1,000
C)$1,058
D)$1,040
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29
Which of the following bonds has the longest duration?

A)5-year coupon bond
B)5-year, zero-coupon bond
C)10-year coupon bond
D)10-year, zero-coupon bond
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30
As CFO of your corporation, you would prefer (all else equal) to see the price of your corporation's bonds

A)increase, indicating that bond investors view your firm as less risky.
B)decrease, indicating that bond investors view your firm as less risky.
C)increase, indicating that bond investors view your firm as more willing to take risks.
D)decrease, indicating that bond investors view your firm as more willing to take risks.
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k this deck
31
If the term structure of interest rates is flat, then the 9-year spot interest rate equals the 10-year spot interest rate.
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32
The duration of a zero-coupon bond is the same as its maturity.
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33
Short-term and long-term interest rates always move in parallel.
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34
Which bond is more sensitive to an interest rate change of 0.75 percent? Bond A: YTM = 4.00%, maturity = 8 years, coupon = 6% or $60, par value = $1,000.Bond B: YTM = 3.50%, maturity = 5 years, coupon = 7% or $70, par value = $1,000.

A)Bond A
B)Bond B
C)Both are equally sensitive.
D)Cannot be determined
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35
Which of the following bonds has the greatest volatility?

A)5-year coupon bond
B)5-year, zero-coupon bond
C)10-year coupon bond
D)10-year, zero-coupon bond
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36
The term structure of interest rates determines the relationship between yield to maturity and maturity.
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37
(1 + rnominal) = (1 + rreal)(1 + inflation rate).
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38
The duration of any bond is the same as its maturity.
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39
The longer a bond's duration, the greater its volatility.
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40
In the United States, most bonds make coupon payments annually.
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41
Discuss the concept of duration.
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42
Inflation-indexed bonds were almost unknown in the United States before 1997.
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43
Define the term
The real interest rate is the nominal interest rate adjusted for inflation.We do not observe it directly (except for the case of U.S.Treasury TIPS).The relationship between the two is given by
1 + rnominal = (1 + rreal rate)(1 + inflation rate).(An approximate formula that works for small
values is: rnominal = rreal rate + inflation rate.)
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k this deck
44
The law of one price states that the same commodity must sell at the same price in a well-functioning market.
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k this deck
45
Briefly explain the expectations theory.
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46
A U.S.Treasury "strip" is a zero-coupon bond.
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47
Briefly discuss the concept of volatility.
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48
The U.S.Treasury issues inflation-indexed bonds known as TIPs.
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49
Long-term spot rates are usually higher than short-term spot rates.
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50
Consider the impact of inflation risk on the term structure of interest rates.If investors become more wary of inflation, one would expect to observe a steeper, more upwards sloping, term structure of interest rates.
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51
For many years, real rates of interest tended to fluctuate more wildly than nominal rates of interest.
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52
Corporate bond yields are generally higher than government bond yields for bonds having the same coupon rate and maturity.
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53
From the investor's perspective, briefly describe the cash flows associated with a bond.
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54
What is the relationship between real and nominal rates of interest?
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55
What is the relationship between interest rates and bond prices?
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56
Briefly explain what is meant by the term structure of interest rates.
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57
The spread of junk bond yields, over that of U.S.Treasuries, is generally lower than the spread of investment-grade bonds.
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58
Briefly explain the term
The yield to maturity is the single discount rate that implies the present value of the cash flows received from buying a bond is equal to its current price.It can be used for calculating the bond's price.Conceptually, it is the same as the internal rate of return (IRR).
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59
Two bonds have the same maturity, risk rating, and face value, but have different coupon rates.The bond with a lower coupon rate will have a longer duration.
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60
Once a bond defaults, bondholders can no longer receive any residual payment from the bond.
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61
Discuss why a dollar tomorrow cannot be worth less than a dollar the day after tomorrow.
If a dollar tomorrow were worth less than a dollar a day after tomorrow, it would be possible to earn a very large amount of money through a "money-machine" effect.This is only possible if someone else is losing a very large amount of money.These conditions can only exist for a short period and cannot exist in equilibrium as the source of money is quickly exhausted.Thus, a dollar tomorrow cannot be worth less than a dollar the day after tomorrow.
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62
What are TIPs? Briefly explain.
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