CH$.9($STOCK AND THEIR VALUATION$)$PLEASE SOLVE PARTS A$,$B$,$C$,$D$,$E$,$F$,$G$,$H$,$I,J$,$K$.$ PLEASE SHOW EVERY SINGLE STEP TO ANSWER THESE QUESTIONS. THANKS.

Robert Balik and Carol Kiefer are senior vice presidents of the Mutual of Chicago Insurance

Company. They are codirectors of the company's pension fund management division, with Balik having respon$-$

sibility for fixed$-$income securities $($primarily bonds$)$ and Kiefer being responsible for equity investments. A major

new client, the California League of Cities, has requested that Mutual of Chicago present an investment seminar to

the mayors of the represented cities; and Balik and Kiefer, who will make the actual presentation, have asked you to

help them.

To illustrate the common stock valuation process, Balik and Kiefer have asked you to analyze the Bon Temps

Company, an employment agency that supplies word processor operators and computer programmers to busi$-$

nesses with temporarily heavy workloads. You are to answer the following questions:

a$.$ Describe briefly the legal rights and privileges of common stockholders.

b$.1.$ Write a formula that can be used to value any stock, regardless of its dividend pattern.

What is a constant growth stock? How are constant growth stocks valued?

What are the implications if a company forecasts a constant $g$ that exceeds its $r_s?$ Will many stocks have

expected $g>r_s$ in the short run $($that is$,$ for the next few years$)?$ In the long run $($that is$,$ forever$)?$

c$.$ Assume that Bon Temps has a beta coefficient of $1\mathrm{.}2,$ that the risk$-$free rate $($the yield on T$-$bonds$)$ is $7\%,$ and

that the required rate of return on the market is $12\%.$ What is Bon Temps's required rate of return?

d$.$ Assume that Bon Temps is a constant growth company whose last dividend $(D_0,$ which was paid yesterday$)$

was $$2\mathrm{.}00$ and whose dividend is expected to grow indefinitely at a $6\%$ rate.

What is the firm's expected dividend stream over the next $3$ years?

What is its current stock price?

What is the stock's expected value $1$ year from now?

What are the expected dividend yield, capital gains yield, and total return during the first year?

e$.$ Now assume that the stock is currently selling at $$30\mathrm{.}29.$ What is its expected rate of return?

f$.$ What would the stock price be if its dividends were expected to have zero growth?

g$.$ Now assume that Bon Temps is expected to experience nonconstant growth of $30\%$ for the next $3$ years, then

return to its long$-$run constant growth rate of $6\%.$ What is the stock's value under these conditions? What are

its expected dividend and capital gains yields in Year $1?$ Year $4?$

h$.$ Suppose Bon Temps is expected to experience zero growth during the first $3$ years and then resume its steady$-$

state growth of $6\%$ in the fourth year. What would be its value then? What would be its expected dividend and

capital gains yields in Year $1?$ In Year $4?$

i$.$ Finally, assume that Bon Temps's earnings and dividends are expected to decline at a constant rate of $6\%$ per

year, that is$,g=-6\%.$ Why would anyone be willing to buy such a stock, and at what price should it sell? What

would be its dividend and capital gains yields in each year?

j$.$ Suppose Bon Temps embarked on an aggressive expansion that requires additional capital. Management

decided to finance the expansion by borrowing $$40$ million and by halting dividend payments to increase

retained earnings. Its WACC is now $10\%,$ and the projected free cash flows for the next $3$ years are $-$$$5$ million,

$$10$ million, and $$20$ million. After Year $3,$ free cash flow is projected to grow at a constant $6\%.$ What is Bon

Temps's total value? If it has $10$ million shares of stock and $$40$ million of debt and preferred stock combined,

what is the price per share?

k$.$ Suppose Bon Temps decided to issue preferred stock that would pay an annual dividend of $$5\mathrm{.}00$ and that the

issue price was $$50\mathrm{.}00$ per share. What would be the stock's expected return? Would the expected rate of return

be the same if the preferred was a perpetual issue or if it had a $20-$year maturity?