The Vision of the New World That the Colonists Brought to America Essay Example for Free

The Vision of the New World That the Colonists Brought to America Essay New England, on the other hand, had developed into a religion and family based society comprised of mostly middle class families by 1700. Looking at the terrain, government, and the people themselves, reveals clues about how the drastic split in society came to be. While residing in England, the Puritans and faithful Catholics faced persecution, which led to their immigration to the New World. Many groups and parishes applied for charters to America and, led by their priest, the Pilgrims and Puritans made the long voyage to North America. Their religion became a unique element in the New England colonies by 1700. Before landing, the groups settled on agreements, signing laws and pacts to ensure a community effort towards survival when they came to shore, and while settling in New England. Their strong sense of community and faith in God led them to develop a hardworking society by year 1700. Their towns were well organized, with the church being the basis of everyones daily life, and they wanted to establish equality and have everyone working together in harmony. Family was an important part of the Puritan religion, so their ships came with twenty-two men and twenty-one women, so there was stability. They learned useful farming techniques from the Native Americans, and farming was their prime source of the economy. The Puritan work ethic kept people from working for extreme material gain. The Puritans were hard workers who had goal for a religiously purified town. Not everyone in England was facing harsh persecution and many travelers came to the New World with high hopes of fame and gold, which led to numerous conflicts. It was a land for the rich to get richer. The people that were assigned to the ships destined for Jamestown (Chesapeake Region) came without their families and their ages ranged from old to young, but mainly oung men. The men outnumbered the women six to one. This caused the society to be more chaotic because there were many broken families and a mad rush for the few women. The settlers in the Chesapeake region main goal were to get rich, or to gain new land and find gold. According to John Smith, all the people could do was live for gold; it was their only purp ose. The Chesapeake Bay settlers had to endure the harshness of their new environment. The climate was not favorable and nearly half of the people died because of exposure to diseases or starvation. Those that were lucky and survived these hardships were left to fight with the local Indians. Dis-organized and unable to find mountains of gold, large tobacco plantations were started and farming was taken up by the settlers. These business men were not use to being agricultural farmers. This was why things were so difficult before John Smith took lead of the colony with his â€Å"You don’t work, you don’t eat† mentality. People were not accustomed to hard work and physical labor, and the colony was dying slow. As a result of the hardships the first importation of slavery began in the colonies. At first indentured servants were being used to work the fields, but they were far less exploited than the slaves. Indentured servants worked for the person who paid their way to the Colony until the depths were paid off, but soon their services were less useful and slaves were being imported in massive numbers. The colonial planters were making money and gaining large profits off of free labor. The development of the two cultures may also have been the result of the terrain the groups occupied. In the Chesapeake region, the colonists settled on swampy marshland that was hard to defend and even more difficult to survive in. With so many people dying from disease and starvation, and the extreme shortage of marriageable women, the population grew slowly, if at all. Families were more groups of mangy children half related, from different fathers. Frequent death made unnatural family life a common thing. In the New England colonies, the people chose flat, manageable ground that left them with easy to plow fields. The soil and religious beliefs were ideal for subsistence farming, which meant small, manageable farms that would provide for a family of eight to ten. Since the farmers looked only to feed themselves, there was little, if any, need for extra abor; having most, if not all, workers available inside their own family. The moderate climate made disease a rarity in the colony, and death even more so. The balanced family life and food supply meant more able-minded colonists. Society had a patriarchal structure of man before woman and woman before child. Children themselves skipped over a childhood and we re treated as adults at a very early age. They were expected to obey their parents and keep faith in the church. All these elements together led to Northern prosperity and growth. The land itself was important, more so was how it became used for profit. This land is money belief was a unique attribute of the region by 1700. The motive for profit also helped to develop society in the Chesapeake region. The Chesapeake men discovered tobacco and began a fierce production of it from their plantations. Since tobacco depleted the soil rapidly, new land was always a must. To acquire this land, wealthy owners paid for servants to be brought over and work the fields. Each was given a land grant of fifty acres, which was not worth all that much. However, the men were bringing over ten, twenty, maybe even thirty servants to work in the tobacco fields. Thirty men at fifty acres a piece add up to a lot of land, so the land owners started to bring in slavery and more black people to work their fields. Instead of growing tobacco, New England farmers were most likely to produce barley or corn, which helped them stay well fed during long winter months. They were more concerned with the survival of their families than the profit they could make from the rich soil, so the food was not sold for a profit. Rather, the colony became self-supporting in the issue of food. With food taken care of, the New England colonies were left to import stoves, tea, and spices, among other things. Since they only needed to grow food to support their own family as subsistence farmers, New England farmers rarely had any more than their original acreage. This created a more equal reality for all owners, comfortable or struggling. The differences between the New England colonies and the Chesapeake colonies led to separate societies by the time of the 1700s. Agriculture, motive, people, religion, and terrain are all factors that affected how they grew apart. However, it is also through the actions of the men and woman who settled in the regions, and the choices they made, that led to the development of these two colonies.

Concealment in Chesnutt’s The House Behind the Cedars Essay -- House B

Concealment in Chesnutt’s The House Behind the Cedars Who has something to hide? Everyone in The House behind the Cedars has something to hide. With the possible exception of a few minor characters and children (innocents/ innocence), most characters have something to conceal. Taking this into account, this is more than likely Chesnutt’s acknowledgement of human nature before he gets into the varying motives. Is concealment ultimately worthwhile? Who is hurt and who is helped – or is there any difference? Molly, John, Rena (The Absent/ Dead Father) This family is where much of the major concealment starts. Ironically, the family is the same place where secrets are revealed. They start as a secret themselves - hidden away, behind a row of cedars, and inside the house on Front Street. The long dead, white lover of Mis’ Molly, concealed this family from his world, just as he kept his name from his illegitimate children – denying something to each. As a result, Mis’ Molly made many sacrifices. The first sacrifice she made was herself to her lover, which in return brought some security for herself and her family. We are told by the narrator, â€Å"she worshipped the ground upon which her lord walked, was humbly grateful for his protection, and quite as faithful as the forbidden marriage vow could possibly have made her† (105). This passage does not seem to indicate a sacrifice on her part, but ultimately it was also done for her immediate family. When her immediate family began to include children, Misâ €™ Molly had to face that her children were not legitimate, had no family name, and were thrust into a world that would not easily accept them. As this escalates over time, she sacrifices her happiness for the happiness of her child... ...tood hierarchy among classes, racial and economic, that while not publicly acknowledged, is indeed common knowledge. The novel discusses this in regards to Mis’ Molly, her neighbors – darker and poorer. Word Cited Go here for websites with further Charles W. Chesnutt Information http://docsouth.unc.edu/chesnuttcolonel/about.html Biography http://www.virginia.edu/history/courses/courses.old/hius323/chesnutt.html Biography http://www.berea.edu/faculty/browners/chesnutt/biography/biography.html Biography http://www.berea.edu/faculty/browners/chesnutt/biography/familytree.html Family Tree http://www.berea.edu/faculty/browners/chesnutt/classroom/class.html Chesnutt in the Classroom http://authorsdirectory.com/biography_online_book_portrait_picture/c_authors_charles_w_chesnutt.shtml Biography, Lesson Plans, Online Text, Portrait and Pictures, etc.

Financial Management Chapter 8 K

ey Chapter 8 Stocks and Their Valuation LEARNING OBJECTIVES After reading this chapter, students should be able to: †¢ Identify some of the more important rights that come with stock ownership and define the following terms: proxy, proxy fight, takeover, and preemptive right. †¢ Briefly explain why classified stock might be used by a corporation and what founders’ shares are. †¢ Differentiate between closely held and publicly owned corporations and list the three distinct types of stock market transactions. Determine the value of a share of common stock when: (1) dividends are expected to grow at some constant rate, (2) dividends are expected to remain constant, and (3) dividends are expected to grow at some super-normal, or nonconstant, growth rate. †¢ Calculate the expected rate of return on a constant growth stock. †¢ Apply the total company (corporate value) model to value a firm in situations when the firm does not pay dividends or is privately he ld. †¢ Explain why a stock’s intrinsic value might differ between the total company model and the dividend growth model. Explain the following terms: equilibrium, marginal investor, and Efficient Markets Hypothesis (EMH); distinguish among the three levels of market efficiency; briefly explain the implications of the EMH on financial decisions; and discuss the results of empirical studies on market efficiency and the implication of behavioral finance on those results. †¢ Read and understand the stock market page given in the daily newspaper. †¢ Explain the reasons for investing in international stocks and identify the â€Å"bets† an investor is making when he does invest overseas. Define preferred stock, determine the value of a share of preferred stock, or given its value, calculate its expected return. 1. LECTURE SUGGESTIONS This chapter provides important and useful information on common and preferred stocks. Moreover, the valuation of stocks reinforc es the concepts covered in both Chapters 6 and 7, so Chapter 8 extends and reinforces those chapters. We begin our lecture with a discussion of the characteristics of common stocks, after which we discuss how stocks are valued in the market and how stock prices are reported in the press. We conclude the lecture with a discussion of preferred stocks.The details of what we cover, and the way we cover it, can be seen by scanning Blueprints Chapter 8. For other suggestions about the lecture, please see the â€Å"Lecture Suggestions† in Chapter 2, where we describe how we conduct our classes. DAYS ON CHAPTER: 3 OF 58 DAYS (50-minute periods) ANSWERS TO END-OF-CHAPTER QUESTIONS 8-1True. The value of a share of stock is the PV of its expected future dividends. If the two investors expect the same future dividend stream, and they agree on the stock’s riskiness, then they should reach similar conclusions as to the stock’s value. -2A perpetual bond is similar to a no-grow th stock and to a share of preferred stock in the following ways: 1. All three derive their values from a series of cash inflows–coupon payments from the perpetual bond, and dividends from both types of stock. 2. All three are assumed to have indefinite lives with no maturity value (M) for the perpetual bond and no capital gains yield for the stocks. 8-3Yes. If a company decides to increase its payout ratio, then the dividend yield component will rise, but the expected long-term capital gains yield will decline. 8-4No. The correct equation has D1 in the numerator and a minus sign in the denominator. -5a. The average investor in a listed firm is not really interested in maintaining his proportionate share of ownership and control. If he wanted to increase his ownership, he could simply buy more stock on the open market. Consequently, most investors are not concerned with whether new shares are sold directly (at about market prices) or through rights offerings. However, if a ri ghts offering is being used to effect a stock split, or if it is being used to reduce the underwriting cost of an issue (by substantial underpricing), the preemptive right may well be beneficial to the firm and to its stockholders. . The preemptive right is clearly important to the stockholders of closely held firms whose owners are interested in maintaining their relative control positions. SOLUTIONS TO END-OF-CHAPTER PROBLEMS 8-1D0 = $1. 50; g1-3 = 5%; gn = 10%; D1 through D5 = ? D1 = D0(1 + g1) = $1. 50(1. 05) = $1. 5750. D2 = D0(1 + g1)(1 + g2) = $1. 50(1. 05)2 = $1. 6538. D3 = D0(1 + g1)(1 + g2)(1 + g3) = $1. 50(1. 05)3 = $1. 7364. D4 = D0(1 + g1)(1 + g2)(1 + g3)(1 + gn) = $1. 50(1. 05)3(1. 10) = $1. 9101. D5 = D0(1 + g1)(1 + g2)(1 + g3)(1 + gn)2 = $1. 50(1. 05)3(1. 10)2 = $2. 1011. 8-2D1 = $0. 50; g = 7%; ks = 15%; [pic] = ? [pic] -3P0 = $20; D0 = $1. 00; g = 10%; [pic] = ? ; ks = ? [pic] = P0(1 + g) = $20(1. 10) = $22. ks= [pic] + g = [pic] + 0. 10 = [pic] + 0. 10 = 15. 50%. ks = 15. 50%. 8-4Dp = $5. 00; Vp = $60; kp = ? kp = [pic] = [pic] = 8. 33%. 8-5a. The terminal, or horizon, date is the date when the growth rate becomes constant. This occurs at the end of Year 2. b. 0 1 2 3 | | | | 1. 25 1. 50 1. 80 1. 89 37. 80 = [pic] The horizon, or terminal, value is the value at the horizon date of all dividends expected thereafter. In this problem it is calculated as follows: pic] c. The firm’s intrinsic value is calculated as the sum of the present value of all dividends during the supernormal growth period plus the present value of the terminal value. Using your financial calculator, enter the following inputs: CF0 = 0, CF1 = 1. 50, CF2 = 1. 80 + 37. 80 = 39. 60, I = 10, and then solve for NPV = $34. 09. 6. The firm’s free cash flow is expected to grow at a constant rate, hence we can apply a constant growth formula to determine the total value of the firm. Firm Value = FCF1/(WACC – g) Firm Value = $150,000,000/(0. 10 – 0. 05) F irm Value = $3,000,000,000.To find the value of an equity claim upon the company (share of stock), we must subtract out the market value of debt and preferred stock. This firm happens to be entirely equity funded, and this step is unnecessary. Hence, to find the value of a share of stock, we divide equity value (or in this case, firm value) by the number of shares outstanding. Equity Value per share = Equity Value/Shares outstanding Equity Value per share = $3,000,000,000/50,000,000 Equity Value per share = $60. Each share of common stock is worth $60, according to the corporate valuation model. 8-7a. 0 1 2 3 4 | | | | 3,000,000 6,000,000 10,000,000 15,000,000 Using a financial calculator, enter the following inputs: CF0 = 0; CF1 = 3000000; CF2 = 6000000; CF3 = 10000000; CF4 = 15000000; I = 12; and then solve for NPV = $24,112,308. b. The firm’s terminal value is calculated as follows: [pic] c. The firm’s total value is calculated as follows: 0 1 2 3 4 5 | | | | | | 3, 000,000 6,000,000 10,000,000 15,000,000 16,050,000PV = ? 321,000,000 = [pic] Using your financial calculator, enter the following inputs: CF0 = 0; CF1 = 3000000; CF2 = 6000000; CF3 = 10000000; CF4 = 15000000 + 321000000 = 336000000; I = 12; and then solve for NPV = $228,113,612. d. To find Barrett’s stock price, you need to first find the value of its equity. The value of Barrett’s equity is equal to the value of the total firm less the market value of its debt and preferred stock. Total firm value$228,113,612 Market value, debt + preferred 60,000,000 (given in problem) Market value of equity$168,113,612Barrett’s price per share is calculated as: [pic] 8-8FCF = EBIT(1 – T) + Depreciation – [pic] – ([pic] = $500,000,000 + $100,000,000 – $200,000,000 – $0 = $400,000,000. Firm value = [pic] = [pic] = [pic] = $10,000,000,000. This is the total firm value. Now find the market value of its equity. MVTotal= MVEquity + MVDebt $10,000,0 00,000= MVEquity + $3,000,000,000 MVEquity= $7,000,000,000. This is the market value of all the equity. Divide by the number of shares to find the price per share. $7,000,000,000/200,000,000 = $35. 00. 8-9a. Terminal value = [pic] = [pic]= $713. 33 million. . 0 1 2 3 4 | | | | | -20 30 40 42. 80 ($ 17. 70) 23. 49 522. 10 753. 33 $527. 89 Using a financial calculator, enter the following inputs: CF0 = 0; CF1 = -20; CF2 = 30; CF3 = 753. 33; I = 13; and then solve for NPV = $527. 89 million. c. Total valuet=0 = $527. 89 million. Value of common equity = $527. 89 – $100 = $427. 89 million. Price per share = [pic] = $42. 79. 8-10The problem asks you to determine the value of [pic], given the following facts: D1 = $2, b = 0. 9, kRF = 5. %, RPM = 6%, and P0 = $25. Proceed as follows: Step 1:Calculate the required rate of return: ks = kRF + (kM – kRF)b = 5. 6% + (6%)0. 9 = 11%. Step 2:Use the constant growth rate formula to calculate g: [pic] Step 3:Calculate [pic]: [pic] = P0 (1 + g)3 = $25(1. 03)3 = $27. 3182 ( $27. 32. Alternatively, you could calculate D4 and then use the constant growth rate formula to solve for [pic]: D4 = D1(1 + g)3 = $2. 00(1. 03)3 = $2. 1855. [pic] = $2. 1855/(0. 11 – 0. 03) = $27. 3182 ( $27. 32. 8-11Vp = Dp/kp; therefore, kp = Dp/Vp. a. kp = $8/$60 = 13. 3%. b. kp = $8/$80 = 10. 0%. c. p = $8/$100 = 8. 0%. d. kp = $8/$140 = 5. 7%. 8-12[pic] 8-13a. ki = kRF + (kM – kRF)bi. kC = 9% + (13% – 9%)0. 4 = 10. 6%. kD = 9% + (13% – 9%)(-0. 5) = 7%. Note that kD is below the risk-free rate. But since this stock is like an insurance policy because it â€Å"pays off† when something bad happens (the market falls), the low return is not unreasonable. b. In this situation, the expected rate of return is as follows: [pic] = D1/P0 + g = $1. 50/$25 + 4% = 10%. However, the required rate of return is 10. 6 percent. Investors will seek to sell the stock, dropping its price to the following: pic] At this point, [p ic], and the stock will be in equilibrium. 8-14Calculate the dividend cash flows and place them on a time line. Also, calculate the stock price at the end of the supernormal growth period, and include it, along with the dividend to be paid at t = 5, as CF5. Then, enter the cash flows as shown on the time line into the cash flow register, enter the required rate of return as I = 15, and then find the value of the stock using the NPV calculation. Be sure to enter CF0 = 0, or else your answer will be incorrect. D0 = 0; D1 = 0; D2 = 0; D3 = 1. 0; D4 = 1. 00(1. 5) = 1. 5; D5 = 1. 00(1. 5)2 = 2. 25; D6 = 1. 00(1. 5)2(1. 08) = $2. 43. [pic] = ? 0 1 2 3 4 5 6 | | | | | | | 1. 00 1. 50 2. 25 2. 43 0. 658 +34. 71 = 0. 858 18. 378 36. 96 $19. 894 = [pic] [pic] = D6/([pic] – g) = $2. 43/(0. 15 – 0. 08) = $34. 71. This is the stock price at the end of Year 5.CF0 = 0; CF1-2 = 0; CF3 = 1. 0; CF4 = 1. 5; CF5 = 36. 96; I = 15%. With these cash flows in the CFLO register, press NPV to g et the value of the stock today: NPV = $19. 89. 8-15a. The preferred stock pays $8 annually in dividends. Therefore, its nominal rate of return would be: Nominal rate of return = $8/$80 = 10%. Or alternatively, you could determine the security’s periodic return and multiply by 4. Periodic rate of return = $2/$80 = 2. 5%. Nominal rate of return = 2. 5% ( 4 = 10%. b. EAR = (1 + NOM/4)4 – 1 EAR = (1 + 0. 10/4)4 – 1 EAR = 0. 103813 = 10. 3813%. -16The value of any asset is the present value of all future cash flows expected to be generated from the asset. Hence, if we can find the present value of the dividends during the period preceding long-run constant growth and subtract that total from the current stock price, the remaining value would be the present value of the cash flows to be received during the period of long-run constant growth. D1 = $2. 00 ( (1. 25)1 = $2. 50PV(D1) = $2. 50/(1. 12)1= $2. 2321 D2 = $2. 00 ( (1. 25)2 = $3. 125PV(D2) = $3. 125/(1. 12)2= $2 . 4913 D3 = $2. 00 ( (1. 25)3 = $3. 90625PV(D3) = $3. 0625/(1. 12)3= $2. 7804 ( PV(D1 to D3)= $7. 5038 Therefore, the PV of the remaining dividends is: $58. 8800 – $7. 5038 = $51. 3762. Compounding this value forward to Year 3, we find that the value of all dividends received during constant growth is $72. 18. [$51. 3762(1. 12)3 = $72. 18. ] Applying the constant growth formula, we can solve for the constant growth rate: [pic]= D3(1 + g)/(ks – g) $72. 1807= $3. 90625(1 + g)/(0. 12 – g) $8. 6616 – $72. 18g= $3. 90625 + $3. 90625g $4. 7554= $76. 08625g 0. 0625= g 6. 25%= g. 8-17First, solve for the current price. P0 = D1/(ks – g) P0 = $0. 50/(0. 2 – 0. 07) P0 = $10. 00. If the stock is in a constant growth state, the constant dividend growth rate is also the capital gains yield for the stock and the stock price growth rate. Hence, to find the price of the stock four years from today: [pic] = P0(1 + g)4 [pic] = $10. 00(1. 07)4 [pic] = $13. 1079 6 ? $13. 11. [pic] 8-18a. [pic] b. [pic] 8-19 0 1 2 3 4 | | | | | D0 = 2. 00 D1 D2 D3 D4 g = 5% [pic] a. D1 = $2(1. 05) = $2. 10; D2 = $2(1. 05)2 = $2. 21; D3 = $2(1. 5)3 = $2. 32. b. Financial Calculator Solution: Input 0, 2. 10, 2. 21, and 2. 32 into the cash flow register, input I = 12, PV = ? PV = $5. 29. c. Financial Calculator Solution: Input 0, 0, 0, and 34. 73 into the cash flow register, I = 12, PV = ? PV = $24. 72. d. $24. 72 + $5. 29 = $30. 01 = Maximum price you should pay for the stock. e. [pic] f. No. The value of the stock is not dependent upon the holding period. The value calculated in Parts a through d is the value for a 3-year holding period. It is equal to the value calculated in Part e except for a small rounding error.Any other holding period would produce the same value of [pic]; that is, [pic] = $30. 00. 8-20a. 1. [pic] 2. [pic] = $2/0. 15 = $13. 33. 3. [pic] 4. [pic] b. 1. [pic] = $2. 30/0 = Undefined. 2. [pic] = $2. 40/(-0. 05) = -$48, which is nonsense. Th ese results show that the formula does not make sense if the required rate of return is equal to or less than the expected growth rate. c. No. 8-21The answer depends on when one works the problem. We used the February 3, 2003, issue of The Wall Street Journal: a. $16. 81 to $36. 72. b. Current dividend = $0. 75. Dividend yield = $0. 75/$19. 8 ( 3. 9%. You might want to use ($0. 75)(1 + g)/$19. 48, with g estimated somehow. c. The $19. 48 close was up $0. 98 from the previous day’s close. d. The return on the stock consists of a dividend yield of about 3. 9 percent plus some capital gains yield. We would expect the total rate of return on stock to be in the 10 to 12 percent range. 8-22a. End of Year: 02 03 04 05 06 07 08 | | | | | | | D0 = 1. 75 D1 D2 D3 D4 D5 D6 Dt= D0(1 + g)t D2003= $1. 75(1. 15)1 = $2. 01. D2004= $1. 5(1. 15)2 = $1. 75(1. 3225) = $2. 31. D2005= $1. 75(1. 15)3 = $1. 75(1. 5209) = $2. 66. D2006= $1. 75(1. 15)4 = $1. 75(1. 7490) = $3. 06. D2007= $1. 75(1. 15)5 = $1. 75(2. 0114) = $3. 52. b. Step 1: PV of dividends = [pic]. PV D2003 = $2. 01/(1. 12)= $1. 79 PV D2004 = $2. 31/(1. 12)2= $1. 84 PV D2005 = $2. 66/(1. 12)3= $1. 89 PV D2006 = $3. 06/(1. 12)4= $1. 94 PV D2007 = $3. 52/(1. 12)5= $2. 00 PV of dividends= $9. 46 Step 2: [pic] This is the price of the stock 5 years from now. The PV of this price, discounted back 5 years, is as follows: PV of [pic] = $52. 80/(1. 12)5 = $29. 6. Step 3: The price of the stock today is as follows: [pic]= PV dividends Years 2003-2007 + PV of [pic] = $9. 46 + $29. 96 = $39. 42. This problem could also be solved by substituting the proper values into the following equation: [pic]. Calculator solution: Input 0, 2. 01, 2. 31, 2. 66, 3. 06, 56. 32 (3. 52 + 52. 80) into the cash flow register, input I = 12, PV = ? PV = $39. 43. c. 2003 D1/P0 = $2. 01/$39. 43= 5. 10% Capital gains yield= 6. 90* Expected total return= 12. 00% 2008 D6/P5 = $3. 70/$52. 80= 7. 00% Capital gains yield= 5. 00 Expected total return= 12 . 00% We know that ks is 12 percent, and the dividend yield is 5. 10 percent; therefore, the capital gains yield must be 6. 90 percent. The main points to note here are as follows: 1. The total yield is always 12 percent (except for rounding errors). 2. The capital gains yield starts relatively high, then declines as the supernormal growth period approaches its end. The dividend yield rises. 3. After 12/31/07, the stock will grow at a 5 percent rate. The dividend yield will equal 7 percent, the capital gains yield will equal 5 percent, and the total return will be 12 percent. d.People in high income tax brackets will be more inclined to purchase â€Å"growth† stocks to take the capital gains and thus delay the payment of taxes until a later date. The firm’s stock is â€Å"mature† at the end of 2007. e. Since the firm’s supernormal and normal growth rates are lower, the dividends and, hence, the present value of the stock price will be lower. The total ret urn from the stock will still be 12 percent, but the dividend yield will be larger and the capital gains yield will be smaller than they were with the original growth rates. This result occurs because we assume the same last dividend but a much lower current stock price. . As the required return increases, the price of the stock goes down, but both the capital gains and dividend yields increase initially. Of course, the long-term capital gains yield is still 4 percent, so the long-term dividend yield is 10 percent. 8-23a. Part 1: Graphical representation of the problem: Supernormal Normal growth growth 0 1 2 3 ( | | | | †¢Ã¢â‚¬ ¢Ã¢â‚¬ ¢ | D0 D1 (D2 + [pic]) D3 D( PVD1PVD2 [pic] P0 D1 = D0(1 + gs) = $1. 6(1. 20) = $1. 92. D2 = D0(1 + gs)2 = $1. 60(1. 20)2 = $2. 304. [pic] [pic]= PV(D1) + PV(D2) + PV([pic]) = [pic] = $1. 92/1. 10 + $2. 304/(1. 10)2 + $61. 06/(1. 10)2 = $54. 11. Financial Calculator solution: Input 0, 1. 92, 63. 364(2. 304 + 61. 06) into the cash flow register, in put I = 10, PV = ? PV = $54. 11. Part 2: Expected dividend yield: D1/P0 = $1. 92/$54. 11 = 3. 55%. Capital gains yield: First, find [pic], which equals the sum of the present values of D2 and [pic] discounted for one year. [pic] Financial Calculator solution: Input 0, 63. 364(2. 304 + 61. 6) into the cash flow register, input I = 10, PV = ? PV = $57. 60. Second, find the capital gains yield: [pic] Dividend yield = 3. 55% Capital gains yield = 6. 45 10. 00% = ks. b. Due to the longer period of supernormal growth, the value of the stock will be higher for each year. Although the total return will remain the same, ks = 10%, the distribution between dividend yield and capital gains yield will differ: The dividend yield will start off lower and the capital gains yield will start off higher for the 5-year supernormal growth condition, relative to the 2-year supernormal growth state.The dividend yield will increase and the capital gains yield will decline over the 5-year period until divid end yield = 4% and capital gains yield = 6%. c. Throughout the supernormal growth period, the total yield will be 10 percent, but the dividend yield is relatively low during the early years of the supernormal growth period and the capital gains yield is relatively high. As we near the end of the supernormal growth period, the capital gains yield declines and the dividend yield rises. After the supernormal growth period has ended, the capital gains yield will equal gn = 6%.The total yield must equal ks = 10%, so the dividend yield must equal 10% – 6% = 4%. d. Some investors need cash dividends (retired people), while others would prefer growth. Also, investors must pay taxes each year on the dividends received during the year, while taxes on capital gains can be delayed until the gain is actually realized. 8-24a. ks = kRF + (kM – kRF)b = 11% + (14% – 11%)1. 5 = 15. 5%. [pic] = D1/(ks – g) = $2. 25/(0. 155 – 0. 05) = $21. 43. b. ks = 9% + (12% â€⠀œ 9%)1. 5 = 13. 5%. [pic] = $2. 25/(0. 135 – 0. 05) = $26. 47. c. ks = 9% + (11% – 9%)1. 5 = 12. 0%. [pic] = $2. 25/(0. 12 – 0. 5) = $32. 14. d. New data given: kRF = 9%; kM = 11%; g = 6%, b = 1. 3. ks = kRF + (kM – kRF)b = 9% + (11% – 9%)1. 3 = 11. 6%. [pic] = D1/(ks – g) = $2. 27/(0. 116 – 0. 06) = $40. 54. 8-25a. Old ks = kRF + (kM – kRF)b = 9% + (3%)1. 2 = 12. 6%. New ks = 9% + (3%)0. 9 = 11. 7%. Old price: [pic] New price: [pic] Since the new price is lower than the old price, the expansion in consumer products should be rejected. The decrease in risk is not sufficient to offset the decline in profitability and the reduced growth rate. b. POld = $38. 21. PNew = [pic]. Solving for ks we have the following: $38. 1= [pic] $2. 10= $38. 21(ks) – $1. 9105 $4. 0105= $38. 21(ks) ks= 0. 10496. Solving for b: 10. 496% = 9% + 3%(b) 1. 496% = 3%(b) b = 0. 49865. Check: ks = 9% + (3%)0. 49865 = 10. 496%. [pic] = [pic] = $38. 21 . Therefore, only if management’s analysis concludes that risk can be lowered to b = 0. 49865, or approximately 0. 5, should the new policy be put into effect. SPREADSHEET PROBLEM 8-26The detailed solution for the spreadsheet problem is available both on the instructor’s resource CD-ROM and on the instructor’s side of South-Western’s web site, http://brigham. swlearning. com. INTEGRATED CASEMutual of Chicago Insurance Company Stock Valuation 8-27ROBERT BALIK AND CAROL KIEFER ARE SENIOR VICE-PRESIDENTS OF THE MUTUAL OF CHICAGO INSURANCE COMPANY. THEY ARE CO-DIRECTORS OF THE COMPANY’S PENSION FUND MANAGEMENT DIVISION, WITH BALIK HAVING RESPONSIBILITY 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 ACTUA L 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 BUSINESSES WITH TEMPORARILY HEAVY WORKLOADS. YOU ARE TO ANSWER THE FOLLOWING QUESTIONS. A. DESCRIBE BRIEFLY THE LEGAL RIGHTS AND PRIVILEGES OF COMMON STOCKHOLDERS. ANSWER:[SHOW S8-1 THROUGH S8-5 HERE. ] THE COMMON STOCKHOLDERS ARE THE OWNERS OF A CORPORATION, AND AS SUCH THEY HAVE CERTAIN RIGHTS AND PRIVILEGES AS DESCRIBED BELOW. 1. OWNERSHIP IMPLIES CONTROL.THUS, A FIRM’S COMMON STOCKHOLDERS HAVE THE RIGHT TO ELECT ITS FIRM’S DIRECTORS, WHO IN TURN ELECT THE OFFICERS WHO MANAGE THE BUSINESS. 2. COMMON STOCKHOLDERS OFTEN HAVE THE RIGHT, CALLED THE PREEMPTIVE RIGHT, TO PURCHASE ANY ADDITIONAL SHARES SOLD BY THE FIRM. IN SOME STATES, THE PREEMPTIVE RIGHT IS AUTOMATICALLY INCLUDED IN EVERY CORPORATE CHARTER; IN OTHERS, IT IS NEC ESSARY TO INSERT IT SPECIFICALLY INTO THE CHARTER. B. 1. WRITE OUT A FORMULA THAT CAN BE USED TO VALUE ANY STOCK, REGARDLESS OF ITS DIVIDEND PATTERN. ANSWER:[SHOW S8-6 HERE. ] THE VALUE OF ANY STOCK IS THE PRESENT VALUE OF ITS EXPECTED DIVIDEND STREAM: [pic] = [pic]HOWEVER, SOME STOCKS HAVE DIVIDEND GROWTH PATTERNS THAT ALLOW THEM TO BE VALUED USING SHORT-CUT FORMULAS. B. 2. WHAT IS A CONSTANT GROWTH STOCK? HOW ARE CONSTANT GROWTH STOCKS VALUED? ANSWER:[SHOW S8-7 AND S8-8 HERE. ] A CONSTANT GROWTH STOCK IS ONE WHOSE DIVIDENDS ARE EXPECTED TO GROW AT A CONSTANT RATE FOREVER. â€Å"CONSTANT GROWTH† MEANS THAT THE BEST ESTIMATE OF THE FUTURE GROWTH RATE IS SOME CONSTANT NUMBER, NOT THAT WE REALLY EXPECT GROWTH TO BE THE SAME EACH AND EVERY YEAR. MANY COMPANIES HAVE DIVIDENDS THAT ARE EXPECTED TO GROW STEADILY INTO THE FORESEEABLE FUTURE, AND SUCH COMPANIES ARE VALUED AS CONSTANT GROWTH STOCKS.FOR A CONSTANT GROWTH STOCK: D1 = D0(1 + g), D2 = D1(1 + g) = D0(1 + g)2, AND SO ON. WI TH THIS REGULAR DIVIDEND PATTERN, THE GENERAL STOCK VALUATION MODEL CAN BE SIMPLIFIED TO THE FOLLOWING VERY IMPORTANT EQUATION: [pic] = [pic] = [pic]. THIS IS THE WELL-KNOWN â€Å"GORDON,† OR â€Å"CONSTANT-GROWTH† MODEL FOR VALUING STOCKS. HERE D1 IS THE NEXT EXPECTED DIVIDEND, WHICH IS ASSUMED TO BE PAID 1 YEAR FROM NOW, kS IS THE REQUIRED RATE OF RETURN ON THE STOCK, AND g IS THE CONSTANT GROWTH RATE. B. 3. WHAT HAPPENS IF A COMPANY HAS A CONSTANT g THAT EXCEEDS ITS ks? WILL MANY STOCKS HAVE EXPECTED g > ks IN THE SHORT RUN (THAT IS, FOR THE NEXT FEW YEARS)?IN THE LONG RUN (THAT IS, FOREVER)? ANSWER:[SHOW S8-9 HERE. ] THE MODEL IS DERIVED MATHEMATICALLY, AND THE DERIVATION REQUIRES THAT ks > g. IF g IS GREATER THAN ks, THE MODEL GIVES A NEGATIVE STOCK PRICE, WHICH IS NONSENSICAL. THE MODEL SIMPLY CANNOT BE USED UNLESS (1) ks > g, (2) g IS EXPECTED TO BE CONSTANT, AND (3) g CAN REASONABLY BE EXPECTED TO CONTINUE INDEFINITELY. STOCKS MAY HAVE PERIODS OF SUPERNORMAL GR OWTH, WHERE gS > ks; HOWEVER, THIS GROWTH RATE CANNOT BE SUSTAINED INDEFINITELY. IN THE LONG-RUN, g < ks. C. ASSUME THAT BON TEMPS HAS A BETA COEFFICIENT OF 1. , THAT THE RISK-FREE RATE (THE YIELD ON T-BONDS) IS 7 PERCENT, AND THAT THE REQUIRED RATE OF RETURN ON THE MARKET IS 12 PERCENT. WHAT IS THE REQUIRED RATE OF RETURN ON THE FIRM’S STOCK? ANSWER:[SHOW S8-10 HERE. ] HERE WE USE THE SML TO CALCULATE BON TEMPS’ REQUIRED RATE OF RETURN: ks= kRF + (kM – kRF)bBon Temps = 7% + (12% – 7%)(1. 2) = 7% + (5%)(1. 2) = 7% + 6% = 13%. D. ASSUME THAT BON TEMPS IS A CONSTANT GROWTH COMPANY WHOSE LAST DIVIDEND (D0, WHICH WAS PAID YESTERDAY) WAS $2. 00 AND WHOSE DIVIDEND IS EXPECTED TO GROW INDEFINITELY AT A 6 PERCENT RATE. 1.WHAT IS THE FIRM’S EXPECTED DIVIDEND STREAM OVER THE NEXT 3 YEARS? ANSWER:[SHOW S8-11 HERE. ] BON TEMPS IS A CONSTANT GROWTH STOCK, AND ITS DIVIDEND IS EXPECTED TO GROW AT A CONSTANT RATE OF 6 PERCENT PER YEAR. EXPRESSED AS A TIME LINE, WE HAVE THE FOLLOWING SETUP. JUST ENTER 2 IN YOUR CALCULATOR; THEN KEEP MULTIPLYING BY 1 + g = 1. 06 TO GET D1, D2, AND D3: 0 1 2 3 | | | | D0 = 2. 00 2. 12 2. 247 2. 382 1. 88 1. 76 1. 65 . . . D. 2. WHAT IS THE FIRM’S CURRENT STOCK PRICE? ANSWER:[SHOW S8-12 HERE. WE COULD EXTEND THE TIME LINE ON OUT FOREVER, FIND THE VALUE OF BON TEMPS’ DIVIDENDS FOR EVERY YEAR ON OUT INTO THE FUTURE, AND THEN THE PV OF EACH DIVIDEND DISCOUNTED AT k = 13%. FOR EXAMPLE, THE PV OF D1 IS $1. 8761; THE PV OF D2 IS $1. 7599; AND SO FORTH. NOTE THAT THE DIVIDEND PAYMENTS INCREASE WITH TIME, BUT AS LONG AS ks > g, THE PRESENT VALUES DECREASE WITH TIME. IF WE EXTENDED THE GRAPH ON OUT FOREVER AND THEN SUMMED THE PVs OF THE DIVIDENDS, WE WOULD HAVE THE VALUE OF THE STOCK. HOWEVER, SINCE THE STOCK IS GROWING AT A CONSTANT RATE, ITS VALUE CAN BE ESTIMATED USING THE CONSTANT GROWTH MODEL: pic] = [pic] = [pic] = [pic] = $30. 29. D. 3. WHAT IS THE STOCK’S EXPECTED VALUE ONE YEAR FROM NOW? ANS WER:[SHOW S8-13 HERE. ] AFTER ONE YEAR, D1 WILL HAVE BEEN PAID, SO THE EXPECTED DIVIDEND STREAM WILL THEN BE D2, D3, D4, AND SO ON. THUS, THE EXPECTED VALUE ONE YEAR FROM NOW IS $32. 10: [pic] = [pic] = [pic] = [pic] = $32. 10. D. 4. WHAT ARE THE EXPECTED DIVIDEND YIELD, THE CAPITAL GAINS YIELD, AND THE TOTAL RETURN DURING THE FIRST YEAR? ANSWER:[SHOW S8-14 HERE. ] THE EXPECTED DIVIDEND YIELD IN ANY YEAR n IS DIVIDEND YIELD = [pic], WHILE THE EXPECTED CAPITAL GAINS YIELD ISCAPITAL GAINS YIELD = [pic] = k – [pic]. THUS, THE DIVIDEND YIELD IN THE FIRST YEAR IS 7 PERCENT, WHILE THE CAPITAL GAINS YIELD IS 6 PERCENT: TOTAL RETURN = 13. 0% DIVIDEND YIELD = $2. 12/$30. 29 = 7. 0% CAPITAL GAINS YIELD = 6. 0% E. NOW ASSUME THAT THE STOCK IS CURRENTLY SELLING AT $30. 29. WHAT IS THE EXPECTED RATE OF RETURN ON THE STOCK? ANSWER:THE CONSTANT GROWTH MODEL CAN BE REARRANGED TO THIS FORM: [pic] = [pic]. HERE THE CURRENT PRICE OF THE STOCK IS KNOWN, AND WE SOLVE FOR THE EXPECTED RETURN. FOR BON TEMPS: pic] = $2. 12/$30. 29 + 0. 060 = 0. 070 + 0. 060 = 13%. F. WHAT WOULD THE STOCK PRICE BE IF ITS DIVIDENDS WERE EXPECTED TO HAVE ZERO GROWTH? ANSWER:[SHOW S8-15 HERE. ] IF BON TEMPS’ DIVIDENDS WERE NOT EXPECTED TO GROW AT ALL, THEN ITS DIVIDEND STREAM WOULD BE A PERPETUITY. PERPETUITIES ARE VALUED AS SHOWN BELOW: 0 1 2 3 | | | | 2. 00 2. 00 2. 00 1. 77 1. 57 1. 39 . . . P0 = 15. 38 P0 = D/kS = $2. 00/0. 13 = $15. 38. NOTE THAT IF A PREFERRED STOCK IS A PERPETUITY, IT MAY BE VALUED WITH THIS FORMULA. G.NOW ASSUME THAT BON TEMPS IS EXPECTED TO EXPERIENCE SUPERNORMAL GROWTH OF 30 PERCENT FOR THE NEXT 3 YEARS, THEN TO RETURN TO ITS LONG-RUN CONSTANT GROWTH RATE OF 6 PERCENT. WHAT IS THE STOCK’S VALUE UNDER THESE CONDITIONS? WHAT IS ITS EXPECTED DIVIDEND YIELD AND CAPITAL GAINS YIELD IN YEAR 1? YEAR 4? ANSWER:[SHOW S8-16 THROUGH S8-18 HERE. ] BON TEMPS IS NO LONGER A CONSTANT GROWTH STOCK, SO THE CONSTANT GROWTH MODEL IS NOT APPLICABLE. NOTE, HOWEVER, THAT THE STO CK IS EXPECTED TO BECOME A CONSTANT GROWTH STOCK IN 3 YEARS. THUS, IT HAS A NONCONSTANT GROWTH PERIOD FOLLOWED BY CONSTANT GROWTH.THE EASIEST WAY TO VALUE SUCH NONCONSTANT GROWTH STOCKS IS TO SET THE SITUATION UP ON A TIME LINE AS SHOWN BELOW: 0 1 2 3 4 | | | | | 2. 600 3. 380 4. 394 4. 65764 2. 301 2. 647 3. 045 46. 114 54. 107 SIMPLY ENTER $2 AND MULTIPLY BY (1. 30) TO GET D1 = $2. 60; MULTIPLY THAT RESULT BY 1. 3 TO GET D2 = $3. 38, AND SO FORTH. THEN RECOGNIZE THAT AFTER YEAR 3, BON TEMPS BECOMES A CONSTANT GROWTH STOCK, AND AT THAT POINT [pic] CAN BE FOUND USING THE CONSTANT GROWTH MODEL. pic] IS THE PRESENT VALUE AS OF t = 3 OF THE DIVIDENDS IN YEAR 4 AND BEYOND AND IS ALSO CALLED THE TERMINAL VALUE. WITH THE CASH FLOWS FOR D1, D2, D3, AND [pic] SHOWN ON THE TIME LINE, WE DISCOUNT EACH VALUE BACK TO YEAR 0, AND THE SUM OF THESE FOUR PVs IS THE VALUE OF THE STOCK TODAY, P0 = $54. 107. THE DIVIDEND YIELD IN YEAR 1 IS 4. 80 PERCENT, AND THE CAPITAL GAINS YIELD IS 8. 2 PERCENT: DI VIDEND YIELD = [pic] = 0. 0480 = 4. 8%. CAPITAL GAINS YIELD = 13. 00% – 4. 8% = 8. 2%. DURING THE NONCONSTANT GROWTH PERIOD, THE DIVIDEND YIELDS AND CAPITAL GAINS YIELDS ARE NOT CONSTANT, AND THE CAPITAL GAINS YIELD DOES NOT EQUAL g.HOWEVER, AFTER YEAR 3, THE STOCK BECOMES A CONSTANT GROWTH STOCK, WITH g = CAPITAL GAINS YIELD = 6. 0% AND DIVIDEND YIELD = 13. 0% – 6. 0% = 7. 0%. H. SUPPOSE BON TEMPS IS EXPECTED TO EXPERIENCE ZERO GROWTH DURING THE FIRST 3 YEARS AND THEN TO RESUME ITS STEADY-STATE GROWTH OF 6 PERCENT IN THE FOURTH YEAR. WHAT IS THE STOCK’S VALUE NOW? WHAT IS ITS EXPECTED DIVIDEND YIELD AND ITS CAPITAL GAINS YIELD IN YEAR 1? YEAR 4? ANSWER:[SHOW S8-19 AND S8-20 HERE. ] NOW WE HAVE THIS SITUATION: 0 1 2 3 4 | | | | | 2. 00 2. 0 2. 00 2. 00 2. 12 1. 77 1. 57 1. 39 20. 99 25. 72 = [pic] DURING YEAR 1: DIVIDEND YIELD = [pic] = 0. 0778 = 7. 78%. CAPITAL GAINS YIELD = 13. 00% – 7. 78% = 5. 22%. AGAIN, IN YEAR 4 BON TEMPS BECOMES A CONSTANT GROWTH STOCK; HENCE g = CAPITAL GAINS YIELD = 6. 0% AND DIVIDEND YIELD = 7. 0%. I. FINALLY, ASSUME THAT BON TEMPS’ EARNINGS AND DIVIDENDS ARE EXPECTED TO DECLINE BY A CONSTANT 6 PERCENT 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 THE DIVIDEND YIELD AND CAPITAL GAINS YIELD IN EACH YEAR?ANSWER:[SHOW S8-21 AND S8-22 HERE. ] THE COMPANY IS EARNING SOMETHING AND PAYING SOME DIVIDENDS, SO IT CLEARLY HAS A VALUE GREATER THAN ZERO. THAT VALUE CAN BE FOUND WITH THE CONSTANT GROWTH FORMULA, BUT WHERE g IS NEGATIVE: [pic] = [pic] = [pic] = [pic] = [pic] = $9. 89. SINCE IT IS A CONSTANT GROWTH STOCK: g = CAPITAL GAINS YIELD = -6. 0%, HENCE: DIVIDEND YIELD = 13. 0% – (-6. 0%) = 19. 0%. AS A CHECK: DIVIDEND YIELD = [pic] = 0. 190 = 19. 0%. THE DIVIDEND AND CAPITAL GAINS YIELDS ARE CONSTANT OVER TIME, BUT A HIGH (19. 0 PERCENT) DIVIDEND YIELD IS NEEDED TO OFFSET THE NEGATIVE CAPITAL GAINS YIELD.J. BON TEMPS EMB ARKS ON AN AGGRESSIVE EXPANSION THAT REQUIRES ADDITIONAL CAPITAL. MANAGEMENT DECIDES TO FINANCE THE EXPANSION BY BORROWING $40 MILLION AND BY HALTING DIVIDEND PAYMENTS TO INCREASE RETAINED EARNINGS. THE PROJECTED FREE CASH FLOWS FOR THE NEXT THREE YEARS ARE -$5 MILLION, $10 MILLION, AND $20 MILLION. AFTER THE THIRD YEAR, FREE CASH FLOW IS PROJECTED TO GROW AT A CONSTANT 6 PERCENT. THE OVERALL COST OF CAPITAL IS 10 PERCENT. WHAT IS BON TEMPS’ TOTAL VALUE? IF IT HAS 10 MILLION SHARES OF STOCK AND $40 MILLION TOTAL DEBT, WHAT IS THE PRICE PER SHARE? ANSWER:[SHOW S8-23 THROUGH S8-28 HERE. 0 1 2 3 4 | | | | | -5 10 20 21. 20 $ -4. 545 8. 264 15. 026 398. 197 $416. 942 = TOTAL VALUE VALUE OF EQUITY = TOTAL VALUE – DEBT = $416. 94 – $40 = $376. 94 MILLION. PRICE PER SHARE = $376. 94/10 = $37. 69. K. WHAT DOES MARKET EQUILIBRIUM MEAN? ANSWER:[SHOW S8-29 AND S8-30 HERE. ] EQUILIBRIUM MEANS STABLE, NO TENDENCY TO CHANGE. MARKET EQUILIBRIUM MEANS THAT PRICES ARE STABLEâ₠¬â€œAT ITS CURRENT PRICE, THERE IS NO GENERAL TENDENCY FOR PEOPLE TO WANT TO BUY OR TO SELL A SECURITY THAT IS IN EQUILIBRIUM.ALSO, WHEN EQUILIBRIUM EXISTS, THE EXPECTED RATE OF RETURN WILL BE EQUAL TO THE REQUIRED RATE OF RETURN: [pic] = D1/P0 + g = k = kRF + (kM – kRF)b. L. IF EQUILIBRIUM DOES NOT EXIST, HOW WILL IT BE ESTABLISHED? ANSWER:[SHOW S8-31 AND S8-32 HERE. ] SECURITIES WILL BE BOUGHT AND SOLD UNTIL THE EQUILIBRIUM PRICE IS ESTABLISHED. M. WHAT IS THE EFFICIENT MARKETS HYPOTHESIS, WHAT ARE ITS THREE FORMS, AND WHAT ARE ITS IMPLICATIONS? ANSWER:[SHOW S8-33 THROUGH S8-37 HERE. ] THE EMH IN GENERAL IS THE HYPOTHESIS THAT SECURITIES ARE NORMALLY IN EQUILIBRIUM AND ARE â€Å"PRICED FAIRLY,† MAKING IT IMPOSSIBLE TO â€Å"BEAT THE MARKET. WEAK-FORM EFFICIENCY SAYS THAT INVESTORS CANNOT PROFIT FROM LOOKING AT PAST MOVEMENTS IN STOCK PRICES–THE FACT THAT STOCKS WENT DOWN FOR THE LAST FEW DAYS IS NO REASON TO THINK THAT THEY WILL GO UP (OR DOWN) IN THE FUTURE. THIS FORM HAS BEEN PROVEN PRETTY WELL BY EMPIRICAL TESTS, EVEN THOUGH PEOPLE STILL EMPLOY â€Å"TECHNICAL ANALYSIS. † SEMISTRONG-FORM EFFICIENCY SAYS THAT ALL PUBLICLY AVAILABLE INFORMATION IS REFLECTED IN STOCK PRICES, HENCE THAT IT WON’T DO MUCH GOOD TO PORE OVER ANNUAL REPORTS TRYING TO FIND UNDERVALUED STOCKS.THIS ONE IS (WE THINK) LARGELY TRUE, BUT SUPERIOR ANALYSTS CAN STILL OBTAIN AND PROCESS NEW INFORMATION FAST ENOUGH TO GAIN A SMALL ADVANTAGE. STRONG-FORM EFFICIENCY SAYS THAT ALL INFORMATION, EVEN INSIDE INFORMATION, IS EMBEDDED IN STOCK PRICES. THIS FORM DOES NOT HOLD–INSIDERS KNOW MORE, AND COULD TAKE ADVANTAGE OF THAT INFORMATION TO MAKE ABNORMAL PROFITS IN THE MARKETS. TRADING ON THE BASIS OF INSIDER INFORMATION IS ILLEGAL. N. PHYFE COMPANY RECENTLY ISSUED PREFERRED STOCK. IT PAYS AN ANNUAL DIVIDEND OF $5, AND THE ISSUE PRICE WAS $50 PER SHARE. WHAT IS THE EXPECTED RETURN TO AN INVESTOR ON THIS PREFERRED STOCK?ANSWER:[SHOW S8-38 AND S8-39 HERE. ] [pic]= [pic] = [pic] = 10%. ———————– ks = 15% gn = 6% ( 1/(1. 15)3 ( 1/(1. 13)3 ( 1/(1. 13)2 ( 1/1. 13 gs = 50% gn = 8% [pic] ks = 12% gs = 15% gn = 5% WACC = 10% [pic] = 30. 29 = [pic] g = 0% g = 0% g = 0% gn = 6% ks = 13% [pic] = $66. 54 = [pic] gs = 30% gs = 30% gs = 30% gn = 6% ks = 13% g = 0% ks = 13% g = 6% ks = 13% ks = 10% gs = 20% gs = 20% gn = 5% WACC = 12% WACC = 12% gn = 7% [pic] WACC = 13% gn = 7% 530 = [pic] ( 1/(1. 15)4 ( 1/(1. 15)5 ks = 12% ( 1/1. 13 ( 1/(1. 13)2 ( 1/(1. 13)3 ( 1/(1. 13)2 ( 1/(1. 13)2 ( 1/1. 13 ( 1/(1. 13)2 ( 1/(1. 13)3 ( 1/(1. 13)3 ( 1/1. 13 ( 1/1. 13 (%89

Analysis Of Fences By August Wilson Essay - 1837 Words

Fences written by August Wilson, the setting reveals the man that Troy Maxson really is. The set of the play represents Troy Maxson’s character within the play where him and his family reside in a fenced in yard of Troy’s front porch, brick house. He is proud to provide a home for his family. However, Troy has not accomplished this achievement on his own. Which takes a toll on Troy when he realizes he has nothing to show for his life which leads Troy to feel ashamed of himself. The protagonist, Troy Maxson’s job as an African American is a trash collector where is a disappointment for Troy since his dream was to be a professional baseball player. Even though Troys stubbornness gets in the way of his relationships with his family his heart is distracted by the social issues that are occurring during the 1950’s. Troy also represents the number of individuals who ignore the downfalls of social discrimination. Set in the 1950s, Fences explores the changes that African American’s were exposed to at this time period through the character Troy and the younger generation like his son Cory. In Fences, August Wilson, relates the role of race complications through Troy by depicting race throughout Troy’s past experiences and how it effects his current life. In Fences by August Wilson, the drama is set in the 1950’s where America’s pastime of baseball is an underlying factor. One of Wilson’s main ideas his writing was the aspect of how the color of ones skin can make or break onesShow MoreRelatedFences Analysis On Fences By August Wilson1283 Words   |  6 Pages Fences Analysis In the play â€Å"Fences† by August Wilson the play’s attitude toward women is biased, and if the play was written by a female I think it would have a stronger feminine influence. 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The suggested cues for the openRead MoreAnalysis Of Fences By August Wilson1340 Words   |  6 Pagescharacter who, for the most part, is a benevolent person, but suffers from his or her hamartia and hubris, which ultimately leads to their downfall and recognition of their poor choices, as well as the reversal of their situation. The play Fences written by August Wilson describes the struggles and hardships of an African-American family endeavoring to live the American Dream in the 1950s. Although some may argue that the main character, Troy, is not a tragic hero, evidence in the play fortifies that heRead MoreAnalysis Of Fences By August Wilson1251 Words   |  6 PagesFences by August Wilson is a play about African American life during the 1950’s era, it reflects a transitional time where African Americans begin to stand up and fight against racism. The father son relationship is a centering conflict within the play Fences. 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