Deck Flashcards
(192 cards)
Which of the following provisions would least likely be included in the bond covenants? The borrower must:
A)
maintain insurance on the collateral that secures the bond.
B)
not increase dividends to common shareholders while the bonds are outstanding.
C)
maintain a debt-to-equity ratio of no less than 2:1.
C)
maintain a debt-to-equity ratio of no less than 2:1.
A lender wants to prohibit the borrower from becoming more leveraged. This can be done by requiring a leverage ratio that is no more than a specified amount. Reducing leverage would be beneficial to the lender by lowering risk
According to the CAPM, a rational investor would be least likely to choose as his optimal portfolio:
A)
the global minimum variance portfolio.
B)
a 130% allocation to the market portfolio.
C)
a 100% allocation to the risk-free asset.
A)
the global minimum variance portfolio.
According to the CAPM, rational, risk-averse investors will optimally choose to hold a portfolio along the capital market line. This can range from a 100% allocation to the risk-free asset to a leveraged position in the market portfolio constructed by borrowing at the risk-free rate to invest more than 100% of the portfolio equity value in the market portfolio. The global minimum variance portfolio lies below the CML and is not an efficient portfolio under the assumptions of the CAPM.
Martin Tripp, CFA, is vice-president of the equity department at Walker Financial, a large money management firm. Of the twenty analysts in his department for whom he has supervisory responsibility, eight are subject to CFA Institute Standards of Professional Conduct. Tripp believes that he cannot personally evaluate the conduct of the twenty analysts on a continuing basis. Therefore, he plans to delegate some of his supervisory duties to Sarah Green, who is subject to the Standards, and some to Bob Brown, who is not subject to the Standards. According to CFA Institute Standards of Professional Conduct, which of the following statements about Tripp’s ability to delegate supervisory duties is most accurate?
A)
Tripp may delegate some or all of his supervisory duties to Brown, even though Brown is not subject to the Standards.
B)
Tripp may delegate some or all of his supervisory duties only to Green because she is subject to the Standards.
C)
Tripp may not delegate any of his supervisory duties to either Green or Brown
A)
Tripp may delegate some or all of his supervisory duties to Brown, even though Brown is not subject to the Standards.
Standard IV(C) Responsibilities of Supervisors permits Tripp to delegate supervisory duties to Green, Brown, or both, but such delegation does not relieve Tripp of his supervisory responsibility.
Regarding the use of financial ratios in the analysis of a firm’s financial statements, it is most accurate to say that:
A)
a range of target values for a ratio may be more appropriate than a single target value.
B)
variations in accounting treatments have little effect on financial ratios.
C)
many financial ratios are useful in isolation.
A)
a range of target values for a ratio may be more appropriate than a single target value.
A range of target values for a financial ratio may be more appropriate that a single numerical target. Financial ratios are not useful when viewed in isolation and are only valid when compared to historical figures or peers. Comparing ratios among firms can be complicated by variations in accounting treatments used at each firm.
Which of the following items for a financial services company is least likely to be considered an operating item on the income statement?
A)
Financing expenses.
B)
Income tax expense.
C)
Interest income.
B)
Income tax expense.
For a financial services company, interest income, interest expense, and financing expenses are likely considered operating activities. For both financial and nonfinancial companies, income tax expense is a non-operating item that is reported within “income from continuing operations” as opposed to “operating profit” as with the other answer choices. Therefore, of the three choices, income tax expense is least likely to be considered an operating item
A survey is taken to determine whether the average starting salaries of CFA charterholders is equal to or greater than $58,500 per year. What is the test statistic given a sample of 175 CFA charterholders with a mean starting salary of $67,000 and a standard deviation of $5,200?
A)
1.63.
B)
–1.63.
C)
21.62.
C)
21.62.
With a large sample size (175) the z-statistic is used. The z-statistic is calculated by subtracting the hypothesized parameter from the parameter that has been estimated and dividing the difference by the standard error of the sample statistic. Here, the test statistic = (sample mean – hypothesized mean) / (population standard deviation / (sample size)1/2 = (X − µ) / (σ / n1/2) = (67,000 – 58,500) / (5,200 / 1751/2) = (8,500) / (5,200 / 13.22) = 21.62.
A stock is expected to pay a dividend of $1.50 at the end of each of the next three years. At the end of three years the stock price is expected to be $25. The equity discount rate is 16 percent. What is the current stock price?
A)
$24.92.
B)
$19.39.
C)
$17.18.
B)
$19.39.
The value of the stock today is the present value of the dividends and the expected stock price, discounted at the equity discount rate:
$1.50/1.16 + $1.50/1.162 + $1.50/1.163 + $25.00/1.163 = $19.39
Tom Gisard has signed up with the U.S. Peace Corps for a two-year term that begins in 18 months. Gisard has calculated that he will need $1,500 at the beginning of each month for living expenses. The annual rate of return during his time in the Peace Corps is estimated at 7.25%. He will save an equal amount at the end of each month for the next 18 months in an account that returns 6.25%, compounded monthly. Each month, Gisard should save approximately:
A)
$1,748.
B)
$1,786.
C)
$1,707.
B)
$1,786.
This is a two-step problem. First, calculate the present value of the amount Gisard needs during the Peace Corps assignment at the end of Month 18. (This amount will be in the form of an annuity due because he requires the payment at the beginning of the month.) Then, determine how much he needs to save each month (ordinary annuity).
Step 1: In BGN mode: N = 24 (months); I/Y = 7.25 / 12; PMT = 1,500; FV = 0; CPT PV = 33,620.
Step 2: In END mode: N = 18 (months); I/Y = 6.25 / 12.0; PV = 0; FV = 33,620; CPT PMT = –1,786.45.
(Module 1.2, LOS 1.c)
A $1,000 par, semiannual-pay bond is trading for 89.14, has a coupon rate of 8.75%, and accrued interest of $43.72. The flat price of the bond is:
A)
$847.69.
B)
$891.40.
C)
$935.12.
B)
$891.40.
The flat price of the bond is the quoted price, 89.14% of par value, which is $891.40.
For a non-dividend paying firm, an increase in net income must increase:
A)
book value of equity.
B)
both book value and market value of equity.
C)
market value of equity.
A)
book value of equity.
Book value of equity is the company’s assets minus its liabilities. For a non-dividend paying firm, positive net income will increase the book value of equity. An increase in book value of equity may or may not increase the market value of equity. An increase in net income that does not meet investors’ prior expectations may decrease the market value of equity
The Treasury spot rate yield curve is closest to which of the following curves?
A)
Forward yield curve rate.
B)
Zero-coupon bond yield curve.
C)
Par bond yield curve.
B)
Zero-coupon bond yield curve.
The spot rate yield curve shows the appropriate rates for discounting single cash flows occurring at different times in the future. Conceptually, these rates are equivalent to yields on zero-coupon bonds. The par bond yield curve shows the YTMs at which bonds of various maturities would trade at par value. Forward rates are expected future short-term rates
A company issues $50 million face value of bonds with a 4.0% coupon rate, when the market interest rate on the bonds is 4.5%. Proceeds raised from these bonds will be:
A)
less than $50 million.
B)
greater than $50 million.
C)
equal to $50 million.
A)
less than $50 million.
When the coupon rate on a bond is lower than the market rate (yield to maturity), the bond will sell for a discount. If bonds are issued at a discount, the proceeds raised will be less than their face value.
An investor purchases a 5-year, A-rated, 7.95% coupon, semiannual-pay corporate bond at a yield to maturity of 8.20%. The bond is callable at 102 in three years. The bond’s yield to call is closest to:
A)
8.3%.
B)
8.9%.
C)
8.6%.
B)
8.9%.
First determine the price paid for the bond:>
N = 5 × 2 = 10; I/Y = 8.20 / 2 = 4.10; PMT = 7.95 / 2 = 3.975; FV = 100; CPT PV = –98.99
Then use this value and the call price and date to determine the yield to call:
N = 3 × 2 = 6; PMT = 7.95 / 2 = 3.975; PV = –98.99; FV = 102; CPT I/Y = 4.4686 × 2 = 8.937%
Student’s t-Distribution
Level of Significance for One-Tailed Test
df 0.100 0.050 0.025 0.01 0.005 0.0005
Level of Significance for Two-Tailed Test
df 0.20 0.10 0.05 0.02 0.01 0.001
30 1.310 1.697 2.042 2.457 2.750 3.646
40 1.303 1.684 2.021 2.423 2.704 3.551
60 1.296 1.671 2.000 2.390 2.660 3.460
120 1.289 1.658 1.980 2.358 2.617 3.373
Based on Student’s t-distribution, the 95% confidence interval for the population mean based on a sample of 40 interest rates with a sample mean of 4% and a sample standard deviation of 15% is closest to:
A)
-0.794% to 8.794%.
B)
-0.851% to 8.851%.
C)
1.261% to 6.739%.
A)
-0.794% to 8.794%.
The standard error for the mean = s/(n)0.5 = 15%/(40)0.5 = 2.372%. The critical value from the t-table should be based on 40 – 1 = 39 df. Since the standard tables do not provide the critical value for 39 df the closest available value is for 40 df. This leaves us with an approximate confidence interval. Based on 95% confidence and df = 40, the critical t-value is 2.021. Therefore the 95% confidence interval is approximately: 4% ± 2.021(2.372) or 4% ± 4.794% or -0.794% to 8.794%
f the AUD/CAD spot exchange rate is 0.9875 and 60-day forward points are −25, the 60-day AUD/CAD forward rate is closest to:
A)
1.0125.
B)
0.9900.
C)
0.9850.
C)
0.9850.
For an exchange rate quoted to four decimal places, forward points are expressed in units of 0.0001. The 60-day forward rate is 0.9875 + 0.0001(−25) = 0.9850.
For a callable bond, the option-adjusted spread (OAS):
A)
is less than the zero-volatility spread.
B)
is greater than the zero-volatility spread.
C)
can be greater than or equal to the zero-volatility spread.
A)
is less than the zero-volatility spread.
For a callable bond, the OAS is less than the zero-volatility spread because of the extra yield required to compensate the bondholder for the call option
Peter Wallace wants to deposit $10,000 in a bank certificate of deposit (CD). Wallace is considering the following banks:
Bank A offers 5.85% annual interest compounded annually.
Bank B offers 5.75% annual interest rate compounded monthly.
Bank C offers 5.70% annual interest compounded daily.
Which bank offers the highest effective interest rate and how much?
A)
Bank A, 5.85%.
B)
Bank B, 5.90%.
C)
Bank C, 5.87%.
B)
Bank B, 5.90%.
Effective interest rates:
Bank A = 5.85 (already annual compounding)
Bank B, nominal = 5.75; C/Y = 12; effective = 5.90
Bank C, nominal = 5.70, C/Y = 365; effective = 5.87
Hence Bank B has the highest effective interest rate.
An investor buys a 20-year, 10% semi-annual bond for $900. She wants to sell the bond in 6 years when she estimates yields will be 10%. What is the estimate of the future price?
A)
$946.
B)
$1,000.
C)
$1,079.
B)
$1,000.
Since yields are projected to be 10% and the coupon rate is 10%, we know that the bond will sell at par value.
Sterling Company is a start-up technology firm that has been experiencing super-normal growth over the past two years. Selected common-size financial information follows:
2007 Actual % of Sales 2008 Forecast % of Sales
Sales 100% 100%
Cost of goods sold 60% 55%
Selling and administration expenses 25% 20%
Depreciation expense 10% 10%
Net income 5% 15%
Non-cash operating working capitala 20% 25%
a Non-cash operating working capital = Receivables + Inventory – Payables
For the year ended 2007, Sterling reported sales of $20 million. Sterling expects that sales will increase 50% in 2008. Ignoring income taxes, what is Sterling’s forecast operating cash flow for the year ended 2008, and is this forecast likely to be as reliable as a forecast for a large, well diversified, firm operating in mature industries?
Operating cash flow Reliable forecast
A)
$4.0 million No
B)
$4.5 million No
C)
$4.0 million Yes
A)
$4.0 million No
2008 sales are expected to be $30 million ($20 million 2007 sales × 1.5) and 2008 net income is expected to be $4.5 million ($30 million 2008 sales × 15%). 2007 non-cash operating working capital was $4 million ($20 million 2007 sales × 20%) and 2008 non-cash operating working capital is expected to be $7.5 million ($30 million 2008 sales × 25%). 2008 operating cash flow is expected to be $4 million ($4.5 million 2008 net income + $3 million 2008 depreciation – $3.5 million increase in non-cash operating working capital). Forecasts for small firms, start-ups, or firms operating in volatile industries may be less reliable than a forecast for a large, well diversified, firm operating in mature industries.
Compute the standard deviation of a two-stock portfolio if stock A (40% weight) has a variance of 0.0015, stock B (60% weight) has a variance of 0.0021, and the correlation coefficient for the two stocks is –0.35?
A)
0.07%.
B)
1.39%.
C)
2.64%.
C)
2.64%.
The standard deviation of the portfolio is found by:
[W12σ12 + W22σ2 2+ 2W1W2σ1σ2ρ1,2]0.5
= [(0.40)2(0.0015) + (0.60)2 (0.0021) + (2)(0.40)(0.60)(0.0387)(0.0458)(–0.35)]0.5
= 0.0264, or 2.64%.
An analyst gathered the following data for Stock A and Stock B:
Time Period Stock A Returns Stock B Returns
1 10% 15%
2 6% 9%
3 8% 12%
What is the covariance for this portfolio?
A)
12.
B)
6.
C)
3.
B)
6.
The formula for the covariance for historical data is:
cov1,2 = {Σ[(Rstock A − Mean RA)(Rstock B − Mean RB)]} / (n − 1)
Mean RA = (10 + 6 + 8) / 3 = 8, Mean RB = (15 + 9 + 12) / 3 = 12
Here, cov1,2 = [(10 − 8)(15 − 12) + (6 − 8)(9 − 12) + (8 − 8)(12 − 12)] / 2 = 6
Which of the following statements best describes the investment assumption used to calculate an equal weighted price indicator series?
A)
A proportionate market value investment is made for each stock in the index.
B)
An equal dollar investment is made in each stock in the index.
C)
An equal number of shares of each stock are used in the index.
B)
An equal dollar investment is made in each stock in the index.
An equal weighted price indicator series assumes that an equal dollar investment is made in each stock in the index. All stocks carry equal weight regardless of their price or market value.
There is a 50% probability that the Fed will cut interest rates tomorrow. On any given day, there is a 67% probability the DJIA will increase. On days the Fed cuts interest rates, the probability the DJIA will go up is 90%. What is the probability that tomorrow the Fed will cut interest rates or the DJIA will go up?
A)
0.33.
B)
0.72.
C)
0.95.
B)
0.72.
This requires the addition formula. From the information: P(cut interest rates) = 0.50 and P(DJIA increase) = 0.67, P(DJIA increase | cut interest rates) = 0.90. The joint probability is 0.50 × 0.90 = 0.45. Thus P (cut interest rates or DJIA increase) = 0.50 + 0.67 – 0.45 = 0.72.
Which of the following is an assumption of the Capital Asset Pricing Model (CAPM)?
A)
There are no margin transactions or short sales.
B)
No investor is large enough to influence market prices.
C)
Investors with shorter time horizons exhibit greater risk aversion.
B)
No investor is large enough to influence market prices.
The CAPM assumes all investors are price takers and no single investor can influence prices. The CAPM also assumes markets are free of impediments to trading and that all investors are risk averse and have the same one-period time horizon.