Bill is looking to purchase one of two potential investments. He is considering a 12-year 10% coupon bond issued by YakBak that is currently selling for $975.61. His other option is to buy stock in Skippylnc. Skippy just issued a $1.50 dividend and expects to grow at 6.5%, Skippy's current stock price is $35.64. If both investments are fairly priced and Bill intends to hold the investment indefinitely, which offers a higher return? O The bond, 5.18% -4.48% The bond, 10.00 % -4.48% The stock, 10.71% -10.00 % The stock, 10.98% 10.36%
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- Mr. Norman and Mr. Foster are both investors looking to buy financial assets. Mr. Norman prefers assets with the lowest prices while Mr. Foster prefers assets on the financial market with higher prices. Each of them currently has GHC 1,000 to invest and needs your assistance to know which asset to buy to suit their preference. The following information provides details of investment options. a. Asset A is a bond with a coupon rate of 10% and pays semi-annual coupons. The par value is GHC 1,000, and the bond has 5 years to maturity. The yield to maturity is 11%. b. Asset B is a stock whose dividend is expected to increase by 20% in one year and by 15% in two years. After that, dividends will increase at a rate of 5% per year indefinitely. The last dividend was GHC 100 and the required return is 20%. Which asset will Mr. Norman and Mr. Foster invest in?Your stockbroker, John Smith, calls you with a hot stock tip to buy SMITH Inc. The stock is currently selling for $25 a share. You gather the following data to evaluate Smith's recommendation. The risk free rate is 3%, and you demand a 14% return on the market portfolio. SMITH's current dividend is $2.50 a share. You decide to get other necessary estimates from a third-party, Rocky Enterprises. Rocky has estimated that SMITH's beta is 2.0 and that the stock's dividend will grow at a constant 10 percent rate. Based on your estimates, is Smith's recommendation to buy SMITH a good one? What do you think the stock is worth?Mr. Norman and Mr. Foster are both investors looking to buy financial assets. Mr. Norman prefers assets with the lowest prices while Mr. Foster prefers assets on the financial market with higher prices. Each of them currently has GHC 1,000 to invest and needs your assistance to know which asset to buy to suit their preference. The following information provides details of investment options. a. Asset A is a bond with a coupon rate of 10% and pays semi- annual coupons. The par value is GHC 1,000, and the bond has 5 years to maturity. The yield to maturity is 11%. b. Asset B is a stock whose dividend is expected to increase by 20% in one year and by 15% in two years. After that, dividends will increase at a rate of 5% per year indefinitely. The last dividend was GHC 100 and the required return is 20%. Which asset will Mr. Norman and Mr. Foster invest in? In the 2020 accounting year, investors made a number observations in terms of certain decisions some corporations were taking: (1) The…
- You are considering investing $800 in Higgs B. Technology Inc. You can buy common stock at $25.00 per share; this stock pays no dividends. You can also buy a convertible bond ($1,000 par value) that is currently trading at $790 and has a conversion ratio of 30. It pays $40 per year in interest. If you expect the price of the stock to rise to $33.00 per share in one year, which instrument should you purchase? The holding period return on the purchase of the common stock would be %. (Round to two decimal places.)1. Suppose Josh gets a $7500 gift from his family on graduation & wants to buy securities with this. He talks to his broker who informs him that the initial (minimum) margin requirement to be 25%. He, however, decides to use his entire gift to buy only 150 shares in HSBC at an initial price of $100 each. (a) What is the initial percentage Margin on Josh's account? (b) If R is Josh's portfolio return, and R= A.RHSBC, where RHSBC is HSBC's return, what is A? (c) If HSBC's beta is 0.975, what is the beta of Josh's portfolio?Willis currently has $130,000 invested in a four-stock portfolio with a beta coefficient equal to 0.9. Willis plans to sell one of the stocks in his portfolio for $52,000, which will increase the portfolio's beta to 1.1. What is the beta coefficient of the stock Willis plans to sell? Do not round intermediate calculations. Round your answer to two decimal places.
- Two investors are evaluating General Electric’s stock for possible purchase.They agree on the expected value of D1and also on the expected futuredividend growth rate. Further, they agree on the risk of the stock. However,one investor normally holds stocks for 2 years and the other normally holdsstocks for 10 years. On the basis of the type of analysis done in this chapter,they should both be willing to pay the same price for General Electric’s stock.True or false? ExplainYou have $5,000 to invest. You are considering two investment options. You can buy a stock that trades for $50 a share. You can buy call options on that same stock for $1.25 with a strike price of $55. Either way, you will invest all $5,000. Use the information above to answer the following questions: What is your dollar return if you invest $5,000 in the call option and the stock price at expiration is $45? The answer should be formatted as a number with 2 decimal places (e.g. 99.99) Please do it in an easy-to-follow formula. Note it's for a call option.An investor holds 700,000 shares in Didi & Co. and is considering buying some put options to hedge her investment. Didi & Co.’s current share price is RM 6.00. The risk free interest rate is currently 12% pa and the recent volatility of Didi & Co. shares has been 30% per annum. She requires European put options with an exercise price RM5.00 for exercise in two years’ time. a) Calculate the value that the bank is likely to charge for 700,000 put options of the investor’s required specification. b) A friend informs the investors that she could achieve a safer position by selling call options to construct a delta hedge. Calculate the number of call option to be sold to construct a delta hedge. Give typing answer with explanation and conclusion
- Daniel have established an investment portfolio of two stocks A and B five years ago. Required: Assume that expected return of the stock A in his portfolio is 13.2%. The risk premium on the stocks of the same industry are 4.6%, the risk-free rate of return is 4.8% and the inflation rate was 1.5. Calculate beta of this stock using Capital Asset Pricing Model (CAPM)? Assume that Daniel bought 3,000 stock B in the portfolio for total investment of $12,000, now the market price of the stock is $15, the dividend paid for this stock is $2 each year. Calculate the total rate of return of this stock? Assume that the following data available for the portfolio, calculate the expected return, variance and standard deviation of the portfolio given stock A accounts for 35% and stock B accounts for 65% of your portfolio? A B Expected return 19.5% 12.5% Standard Deviation of return 7% 2.5% Correlation of coefficient (p) 0.45Sam wants to trade options and is looking at some on Honeywell's stock. Specifically, he sees a European call on Honeywell with a strike price of $100.00 that expires in 87 days. Honeywell's current stock price is $121.43, and it has a standard deviation of 42% per year. The risk-free interest rate is 6.03% per year. They pay no dividends. However, he is interested in buying a put not a call. Estimate the value of a put with the same strike price and expiration date as the call just described. Use a 365-day year. (You must show me how you do this without an Excel-based option pricing model. That is, you must show your work with the formulas and Z-Tables. The value will likely be different than if you just plug into an Excel-based BSOPM). The price of the put is $ (Round to two decimal places.)Rebecca is interested in purchasing an European call on a hot new stock, Up, Inc. The call has a strike price of $100 and expires in 90 days . The current price of Up stock is $120, and the stock has a standard deviation of 40% per year. The risk-free interest rate is 6.18% per year. a). Using the Black - Scholes formula , compute the price of the call b). Use put-call parity to compute the price of the put with the same strike and expiration date