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What is the total return to an investor who buys a bond for $1,100 when the bond has a 9% coupon and 5 years until maturity, then sells the bond after 1 year for $1,085?


A) 6.82%
B) 6.91%
C) 7.64%
D) 9.00%

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The current yield tends to overstate a bond's total return when the bond sells for a premium because:


A) the bond's price will decline each year.
B) coupon payments can change at any time.
C) bonds selling for a premium have low default risk.
D) taxes must be paid on the current yield.

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Nominal U.S. Treasury bond yields:


A) are constant over time.
B) are equal to the real yields.
C) include a default premium.
D) include an inflation premium.

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Explain why bond prices fluctuate in response to changing interest rates. What adverse effect might occur if bond prices remain fixed prior to their maturity?

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Bonds are long-term debt instruments tha...

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The current yield tends to understate a bond's total return when the bond sells for a discount because:


A) increases in interest rates will increase the current yield.
B) the bond's price will increase each year.
C) current yields show only nominal returns.
D) the bond may have a higher face value.

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If an investor purchases a bond when its current yield is higher than the coupon rate, then the bond's price will be expected to:


A) decline over time, reaching par value at maturity.
B) increase over time, reaching par value at maturity.
C) be less than the face value at maturity.
D) exceed the face value at maturity.

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Which of the following would not be associated with a zero-coupon bond?


A) Yield to maturity
B) Discount bond
C) Current yield
D) Interest-rate risk

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Assume you just purchased a 12% annual coupon bond for $1,100 that matures in 3 years. Determine the current yield, yield to maturity, and price of the bond as of the date of purchase and on each anniversary date of its purchase until maturity.

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You purchased a 6% annual coupon bond at par and sold it one year later for $1,015.16. What was your rate of return on this investment if the face value at maturity was $1,000?


A) 4.48%
B) 6.15%
C) 7.52%
D) 6.07%

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If a bond offers a current yield of 5% and a yield to maturity of 5.45%, then the:


A) bond is selling at a discount.
B) bond has a high default premium.
C) promised yield is not likely to materialize.
D) bond must be a Treasury Inflation-Protected Security.

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How much should you be prepared to pay for a 10-year bond with a 6% coupon, semiannual payments, and a semiannually compounded yield of 7.5%?


A) $895.78
B) $897.04
C) $938.40
D) $1,312.66

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If you purchase a 5-year, zero-coupon bond for $691.72, how much could it be sold for 3 years later if interest rates have remained stable?


A) $848.12
B) $923.50
C) $862.92
D) $911.15

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An investor holds two bonds, one with 5 years until maturity and the other with 20 years until maturity. Which of the following is more likely if interest rates suddenly increase by 2%?


A) The 5-year bond will decrease more in price.
B) The 20-year bond will decrease more in price.
C) Both bonds will decrease in price similarly.
D) Neither bond will decrease in price, but their yields will increase.

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What is the relationship between a bondholder's rate of return and the bond's yield to maturity if he does not hold the bond until it matures?


A) The rate of return will be lower than the yield to maturity.
B) The rate of return will be higher than the yield to maturity.
C) The rate of return will equal the yield to maturity.
D) There is no predetermined relationship between the rate of return and the yield to maturity.

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Assume a bond is currently selling at par value. What will happen if the bond's expected cash flows are discounted at a rate lower than the bond's coupon rate?


A) The price of the bond will increase.
B) The coupon rate of the bond will increase.
C) The par value of the bond will decrease.
D) The coupon payments will be adjusted to the new discount rate.

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What is the current yield of a bond with a 6% coupon, 4 years until maturity, and a price quote of 84?


A) 6.00%
B) 7.14%
C) 5.04%
D) 6.38%

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By how much will a bond increase in price over the next year if it currently sells for $925.16, has 5 years until maturity, and an annual coupon rate of 7%? (Do not round intermediate calculations.)


A) $8.26
B) $8.92
C) $12.53
D) $11.98

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Assume an investor purchased a fixed-coupon bond at a time when the bond's yield to maturity was 6.9%. Further assume the investor sold the bond prior to maturity and realized a total return of 7.1%. Which of these most likely occurred while the investor owned the bond?


A) The bond's current yield increased above the bond's coupon rate.
B) The inflation rate increased.
C) New bonds with similar characteristics have coupon rates of 6.5%.
D) Market interest rates increased.

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The coupon rate of a bond equals:


A) its yield to maturity.
B) a defined percentage of its face value.
C) the yield to maturity when the bond sells at a discount.
D) the annual interest divided by the current market price.

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Even when the yield curve is upward-sloping, investors might rationally stay away from long-term bonds.

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