Module 2 Debt Investments Flashcards
Which of these is a feature of zero-coupon bonds?
A)
Offer minimum price volatility
B)
Have a duration less than their term to maturity
C)
Eliminate reinvestment rate risk
D)
Have low interest rate risk
c Zero-coupon bonds are sold at a deep discount from par value and have no coupon payments. They are redeemed for their face value at maturity. These bonds have maximum price volatility and respond sharply to interest rate changes. Zero-coupon bonds have durations equal to their term to maturity.
LO 2.1.1
Select the incorrect statement regarding foreign bonds.
A)
Yankee bonds are sold in the United States by companies outside of the United States and provide all interest payments in U.S. dollars.
B)
Foreign bonds may provide an investor with portfolio diversification benefits.
C)
Eurodollar bonds must be registered with the Securities and Exchange Commission (SEC).
D)
Yankee bonds are not subject to exchange rate risk, but they are subject to default risk.
c Eurodollar bonds do not have to be registered with the SEC.
LO 2.1.1
Today, a U.S. Treasury STRIP (Separate Trading of Registered Interest and Principal of Securities) bond has been created with a $100,000 par value, seven-year, 3% Treasury note. Assuming prevailing seven-year market rates are 4%, calculate the market value of the principal unit (rounded to nearest dollar).
A)
$72,788
B)
$75,992
C)
$82,772
D)
$92,665
b The answer is $75,992. If prevailing market interest rates are 4%, the principal unit is priced as follows:
100,000 = FV
7 = N
4 = I/YR
0 = PMT
Solve for PV = 75,991.7813, or $75,992
LO 2.1.1
A convertible bond has a 6.5% coupon rate, interest is paid semiannually, and the bond matures in five years. Comparable debt currently yields 7.5%. The bond is convertible into common stock at $25 per share. The current price of the stock is $28, and the current price of the convertible bond is $1,050. What is the investment value of the bond?
A)
$1,000.00
B)
$968.95
C)
$958.94
D)
$1,008.90
c A bond’s investment value is the same as its intrinsic value as a straight bond. Using a financial calculator, the bond price is determined using the following inputs:
N = 10 (5 x 2 periods per year)
I/YR = 7.5%
PMT = 1000 x 6.5% / 2 = $32.5
FV = $1,000
Solve for PV = –958.94, or $958.94.
NOTE: There are several examples on bond calculations in the blue boxes in the Module 2 text; however, it may be beneficial to skip ahead to Module 7 for some additional practice.
LO 2.2.1
The intrinsic value of a preferred stock with an 8% dividend ($100 par stock) and a market interest rate of 7.5% is
A)
$107.50.
B)
$108.00.
C)
$106.67.
D)
$100.00.
c The answer is $106.67. The preferred stock is a perpetuity and priced by the equation:
P = D ÷ r = $8.00 ÷ 0.075 = $106.67.
LO 2.5.1
Tom owns a taxable investment that earns 8% interest annually. Tom pays taxes at a marginal rate of 24%. Calculate the after-tax rate of return that Tom will receive on this investment.
A)
6.25%
B)
6.30%
C)
2.24%
D)
6.08%
The answer is 6.08%. The after-tax return is 8% × (1 − 0.24) = 6.08%.
LO 2.1.1
To immunize a bond portfolio over a specific investment horizon, an investor would do which of the following?
A)
Match the maturity of each bond to the investment horizon.
B)
Match the average weighted maturity of the portfolio to the investment horizon.
C)
Match the duration of each bond to the investment horizon.
D)
Match the average weighted duration of the bond portfolio to the investment horizon.
d The answer is match the average weighted duration of the bond portfolio to the investment horizon. When a portfolio is immunized, its liabilities and expected future cash outflows are funded by making sure that the cash flow from investments (income and principal) will be there at the time that the cash outflow is needed. That is done by matching the duration, not the maturity, of the bond portfolio to the number of years until the cash outflow will occur. The duration of the portfolio as a whole should be matched, not the duration of each bond in the portfolio.
LO 2.3.1
A convertible bond has a par value of 1,000, a current market value of $1,200, and an investment value of $1,050. The bond is convertible into 25 shares of common stock. What is the investment premium of this bond?
A)
$100
B)
$200
C)
$75
D)
$150
D
Investment value = value if it were NOT convertible, so just a straight up bond. The premium factors in conversion price of the stock, so the fact that the premium is $200 and the investment value is $50 both over par, that means that the investment value was hit SOLELY by the interest rate decline, and the premium got a double whammy of both stock price appreciation AND interest rate declines.
The answer is $150. The investment premium is a measure of the downside risk of the bond and is the difference between the current market value and the investment value. $1,200 - $1,050 = $150 investment premium.
LO 2.2.1
Which of the following statements correctly describe differences between corporate preferred stock and long-term bonds?
Bonds represent a creditor position; preferred stock represents an equity position.
Bonds pay a fixed amount of interest; preferred stock pays a fluctuating dividend based on earnings.
Interest paid by firms is a tax-deductible expense; dividends paid on preferred stock are not tax deductible.
Bonds usually are not rated; preferred stock usually is rated.
A)
I and III
B)
I and IV
C)
III and IV
D)
II and III
a Option II is not correct because preferred stock pays a fixed dividend. Option IV is not correct because almost all bonds, except some municipal and all U.S. government bonds, are rated.
LO 2.5.1
Which of these statements regarding Treasury Inflation-Protected Securities (TIPS) is CORRECT?
A)
The principal value is adjusted for inflation every six months based on the Consumer Price Index (CPI), and one-half of the stated coupon rate is paid semiannually on the inflation-adjusted principal value.
B)
A semiannual inflation rate is combined with the stated coupon rate to determine the TIPS interest rate for the next six months.
C)
TIPS are issued at 50% of the par value with the par value being adjusted every six months for inflation.
D)
The TIPS coupon rate is adjusted every 12 months based on changes in the Consumer Price Index (CPI).
a
TIPS are every six months apparently
The answer is the principal value is adjusted for inflation every six months based on the CPI, and one-half of the stated coupon rate is paid semiannually on the inflation-adjusted principal value. TIPS coupon rate stays the same for the life of the security, but the interest payment changes based on the inflation-adjusted principal or par value.
LO 2.1.1
The conversion value of a convertible bond with a conversion ratio of 25, a conversion price of $40, and a market price of the underlying stock of $32 is
A)
$900.
B)
$1,000.
C)
$200.
D)
$800.
d
So like, in this question you’ll essentially get 25 shares that are worth $32 each. This means the conversion value is $800 (way worse than par).
The conversion value is the value if converted and is determined by multiplying the market price of the underlying stock by the conversion ratio:
$32 × 25 = $800
LO 2.2.1
Which one of these is CORRECT regarding preferred stock?
A)
Failure to pay preferred stock dividends results in bankruptcy.
B)
Preferred stock’s dividends are tax deductible for corporations.
C)
Preferred stock’s value is based on prevailing interest rates.
D)
Preferred stockholders have voting rights.
c Which one of these is CORRECT regarding preferred stock?
A)
Failure to pay preferred stock dividends results in bankruptcy.
B)
Preferred stock’s dividends are tax deductible for corporations.
C)
Preferred stock’s value is based on prevailing interest rates.
D)
Preferred stockholders have voting rights.
The reason for using a ladder bond strategy is to
A)
lower interest rate risk.
B)
turn a paper loss into an actual loss.
C)
magnify gains.
D)
spread cash flows evenly over a given time horizon to eliminate default risk.
a For example, with a ladder bond strategy, instead of investing all money in a seven-year bond, an investor may divide the dollars among bonds with one, three, five, seven, and nine-year maturities. With this approach, instead of making a single bet on interest rates, the investor has both longer and shorter maturities, so that regardless of which way interest rates move the investor will not experience either great losses or great gains.
LO 2.3.1
Yield curves are constructed from daily information published on U.S. Treasury bond
A)
yields-to-maturity.
B)
current yields.
C)
yields-to-call.
D)
coupon payments.
a The answer is yields-to-maturity. Yields-to-maturity represent a bond’s promised yield if held to maturity.
LO 2.4.1
If an investor is looking to purchase bonds that are free from default risk, which of these should be purchased?
A)
Municipal bonds
B)
Revenue bonds
C)
Corporate bonds
D)
Government bonds
d The answer is government bonds. Unlike corporate, revenue, and municipal bonds, government bonds are free from default risk.
LO 2.3.2
Jennifer owns a state public purpose bond. She sells the bond and realizes a capital gain of $4,000. Prior to selling the bond, the total interest she had earned for the year was $99. Considering the sale and the interest amount, calculate the amount she must include in gross income.
A)
$3,901
B)
$4,000
C)
$4,099
D)
$99
b The interest on public purpose bonds is received tax-free by the holder. Only the capital gain realized on the sale is subject to income taxation.
LO 2.1.1
Klaus Copenhagen’s objective is to receive income, and he is considering a preferred stock with a $1.50 dividend that is currently trading at $25. What would be the approximate price movement of this preferred stock if interest rates were to rise 1%?
A)
–14%
B)
–4%
C)
–7%
D)
–10%
a First, determine what the current interest rate is, $1.50 ÷ $25 = 0.06. Now, determine the percentage price movement if interest rates climb 1%—$1.50 ÷ 0.07 = $21.43. This is a decline of $3.57, or 14.28%.
LO 2.5.1
The interest rate theory that states investors are compensated for the increased price risk of holding long-term maturities is known as
A)
preferred habitat theory.
B)
liquidity preference theory.
C)
market segmentation theory.
D)
unbiased expectations theory.
b The answer is liquidity preference theory. The liquidity preference theory holds that long-term bonds should provide higher returns than shorter-term obligations because investors are willing to sacrifice some yield to invest in short-term bonds in order to avoid the higher price volatility of longer-term issues.
LO 2.4.1
Which of the following describes downside risk with respect to convertible bonds?
A)
The difference between the current market value of the bond and its conversion value.
B)
The difference between the conversion value of the bond and its investment value.
C)
The difference between the straight value of the bond and its conversion value.
D)
The difference between the current market value of the bond and its investment value.
d Downside risk with respect to convertible bonds is the difference between the current market value of the bond and its investment value.
LO 2.2.1
Chris owns a bond that is convertible into common stock at $38 per share and has a coupon of 6.0%. Interest is paid semiannually. The current market price of the stock is $42 per share. The investment value of the bond is $1,050, and the bond currently sells for a market price of $1,225.
Which one of these percentages is closest to the downside risk of this bond?
A)
18.37%
B)
14.29%
C)
9.80%
D)
4.98%
b The answer is 14.29%. The downside risk of the bond is $175 ($1,225 current market price - $1,050 investment value). This translates into 14.29% ($175 downside risk ÷ $1,225 current market value).
LO 2.2.1
Which of the following is CORRECT with respect to convertible bonds and convertible preferred stock if the value of the common stock rises?
A)
The value of convertible bonds and convertible preferred stock declines.
B)
The value of convertible bonds rises, but convertible preferred stock falls.
C)
The value of convertible bonds falls, but convertible preferred stock rises.
D)
The value of convertible bonds and convertible preferred stock rises.
d The value of any convertible will rise with a rise in the underlying common stock into which it can be converted. The convertibles will not necessarily have the same gain; it will depend on their premium and conversion terms.
LO 2.5.1
Select which of these statements regarding Treasury notes and Treasury bonds is CORRECT.
Both Treasury notes’ and bonds’ interest payments are income tax free at the state and federal level.
Treasury notes and bonds are considered default risk free.
If held for more than one year, interest paid on Treasury bonds is eligible for long-term capital gain treatment.
Both Treasury notes and bonds are not traded in the secondary market.
A)
I and II
B)
III and IV
C)
II only
D)
I, III, and IV
c The answer is II only. Both Treasury notes and bonds are considered default risk free. Both obligations trade in the secondary market and pay interest, which is income tax free at both the state and local level, but taxed as ordinary income in the year earned at the federal level.
LO 2.1.1
Martha owns a convertible bond that has a current market value of $1,200. The bond’s conversion ratio is 22 shares, and its conversion value is $1,100. The bond has a coupon of 8%, payable semiannually, and matures in 16 years. With market interest rates currently at 7.5%, the bond’s investment value is $1,050. Martha wants to sell the convertible bond if, assuming the stock falls in price, her risk of loss exceeds 10%.
Which one of these statements about this convertible bond is CORRECT?
A)
The downside risk is between 5% and 10%, and the bond should be retained.
B)
Downside risk cannot be calculated because the price of the stock is not given.
C)
Downside risk is not a factor when the conversion price exceeds the investment value of the bond.
D)
The downside risk exceeds 10%, and the bond should be sold.
The answer is the downside risk exceeds 10%, and the bond should be sold. The downside risk of the bond is $170 ($1,200 current market value - $1,050 investment value). This translates into 14.17% ($170 downside risk ÷ $1,200 current market value). Therefore, the bond should be sold.
LO 2.2.1