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Your exam will be closed book/notes consisting of an objective (choice) section (roughly 25-30 qts.) worth roughly (50-60 percent) and a problem/short essay section. The time value tables will be supplied. (Financial calculator are allowed.) The formulas you will need to remember are the basic compounding equation ((1+r)^n), PV of a perpetuity (e.g., preferred stock), constant-growth discounted dividend model for common stocks (as in the CFA Question at the end of this test), the CAPM, and that portfolio beta is a weighted average of betas of the assets held in the portfolio. All other formulas will be given if needed. For the problem/short essay section, make sure to know constant growth stock valuation and capital budgeting involving an expasion project like Kangaroo Corp.'s CC. Be sure also to look over all of the homework questions/problems, quizzes, etc. The following are a few questions to give an idea about the exam. CHOOSE THE BEST ANSWER 1. The organizational form which gives the owner(s) limited liability
is the
2. Sole proprietorships resolve the issue of agency problems by:
3. A basic reason why corporate managers may generally pursue different
corporate policies than their shareholders is that managers
[4-5] Tammy Tomato has just taken out a $50,000 mortgage at an annual interest rate of 8%. The mortgage calls for 20 equal annual installments. 4. What is the amount of each installment?
5. What would be the loan balance at the end of year 18?
6. You deposited $1,000 in a savings account that pays 8 percent
a. $1,171
7. Which of the following bonds is most sensitive to interest
rate changes?
8. Suppose that we can buy a bond today for $985. The bond has a 4-year life, a coupon rate of 14%, par value of $1000 and pays interest semi-annually. What is the yield to maturity on the bond? a. 14%
9. You are given the following information about Merenda Corp.'s bonds:
Par value is $1,000; coupon rate is 12%; years to maturity = 6; and interest
is paid annually. What is the price if the required rate was 14%?
10. DIV1 = $10, P1 = $60, r = .15. What is the current price? a. $43.48
11. Other things being equal, which one of the following would be consistent with a relatively low price/earnings ratio for a firm? a. The stock’s beta is high.
12. Under the straight line method (SLM), Tomato Corp. wrote off $2,000
as depreciation, but under the ACRS method it reported a depreciation expense
of $3,500. If Tomato's marginal corporate income tax rate was 30%,
the additional tax shield of ACRS over SLM would be:
13. Projects A and B have the following cash flows:
If a company uses the payback rule with a cutoff
period of 2 years,
14. The opportunity cost of capital is 12 percent. Projects A and B
both cost $1,000 and both have an NPV of $42. A has an IRR of 14 percent
and B of 15 percent. What is the IRR on the incremental cash flows?
15. Not covered in classs: A company has a limit of $200 million to invest and has the following possible investment opportunities. The cost of capital is 8%.
Investment, NPV,
IRR,
A
100
140
15
Given the limited amount of investment, what is the maximum NPV that the company can obtain? a. $200 million.
16. You have developed the following data on three stocks:
If you are a risk minimizer, you should choose Stock _____ if it is
to be held in isolation and Stock _____ if it is to be held as part of
a well-diversified portfolio.
17. Stock X and the "Market" had the following returns during the last
two years, and the same relative volatility is expected to exist in the
future. What is Stock X's beta?
18. The expected return on the market portfolio is 12%, and the risk-free
rate of return is 4%. An investment has a beta of .6. Its expected
return is 8%.
19. Inflation, recession, and wars are economic/political events which
are characterized as
20. Diversification of risk by holding securities in portfolios:
21. Firms operating in this industry are characterized by low beta:
22. If two stocks were perfectly positively correlated:
23. Which of the following would be the WORST stock to be combined
with Stock X if the objective was to minimize the portfolio’s risk?
24. What is the standard deviation of a well-diversified portfolio of stocks with an average beta of 1.21? a. 1.1 times the standard deviation of the
market portfolio.
25. What is the standard deviation of a poorly diversified portfolio of stocks with an average beta of .8? a. Less than .8 times the standard deviation
of the market portfolio.
26. Ignoring the case of borrowing, in general if the calculated
NPV is negative, then which of the following must be true?
27. Other things being equal, which of the following factors may
cause an increase in the market price of a security?
28. A and B are mutually exclusive projects. The incremental project
B-A has a negative NPV and an IRR below the required rate. To maximize
shareholders' wealth, the firm should choose:
29. Free cash flow is defined as:
30. Cash flows for a proposed project are as follows: Year-end Cash Flow
The project's IRR is 20%. You would accept this project if the opportunity cost of capital (required rate) was _______ 20%. a. Greater than
More qts - just added!
2. Owen has owned Kiwi Corp’s shares for the past few year. The share price Kiwi has been as follows: N/A Year-end Price
What was the geometric mean (ANNUAL compounded average) percentage return?
N/A
3. Ms. Tomato has invested 1/3 of her money in Czech Corp. stock and
the remainder in Slovak Corp. stock. On past evidence, the standard
deviation is 10 percent for Czech and 5 percent for Slovak. Suppose
the correlation of returns between Czech and Slovak was 1.0.
What is the standard deviation of Ms. Tomato's portfolio?
4. Other things being equal, how would each of the following factors
(assuming each one occurs unexpectedly) affect the firm’s P/E ratio?
SAMPLE Problems: 1. (Similar to the one in lecture notes on stock valuation.) Co. X just paid a dividend of $1.6 per share. Its dividends and earnings are expected to grow abnormally at 20% per year for the next two years. The growth rate will then reach a normal level of 6% and stays there for the foreseeable future. At a required rate of 10%, how much would you pay for the shares today? Year
0
1 2
3
2. (Identical to Kangaroo Corp. exercise.) The Test Company is
evaluating the proposed acquisition of a new milling machine. The
machine’s base price is $108,000, and it would cost another $12,500 to
modify it for special use by your firm. The machine falls into the
MACR 3-year class, and it would be sold after 3 years for $65,000.
(Look up the book for MACRS recovery allowance percentages.) The
machine would require an increase in net working capital (inventory) of
$5,500. The milling machine would have no effect on revenues, but
it is expected to save the firm $44,000 per year in before-tax operating
costs, mainly labor. Test’s marginal tax rate is 35 percent.
3. (CFA Test Question) Historically, RR Corporation has retained 60% of its profits in the business and generated a rate of return on equity of 12.5%. This is expected to continue. The risk-free rate is 8%, RPm (market risk premium) is 5%, and beta is about 1.3. The present dividend (paid yesterday) was $2.50, and the stock is selling at $45. Should you buy or sell the stock? P = Div1/ (r - g) g= roe * Plaowback = .125 * .60 = 7.5%
Can you use the IRR rule to find out id RR is over- (under-) valued? Where does it plot of the SML graph? 4. Problems from Brealey Myers, plus the handout probs. (Ch. 5: Rye Food)... Short Questions 1. Last year the market returned 16%. Two managers, Mr. K and Ms. Q, earned returns of 20% and 15%, respectively. K outperformed Q? 2. Historically, gold stocks have had low returns but they have been very volatile. Rational investors should not buy such stocks. 3. An undiversified portfolio with a beta of 2 is less than twice as risky as the market portfolio. 4. Given the portfolio theory, the same brokerage fees and no special information, managers should not invest in their own companies’ shares. 5. Given the portfolio theory, Investors should prefer “diversified” companies. 6. According to the capital market theory, to create a portfolio
with a beta=.5 one should invest in a large number of stocks with beta
=.5.
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