Question

To fill out the first table, you will need to select 3 bonds with maturities between 10 and 20 years with bond ratings of "A to AAA," "B to BBB" and "C to CC" (you may want to use bond screener at the Web site linked above). All of these bonds will have these values (future values) of $1,000. You will need to use a coupon rate of the bond times the face value to calculate the annual coupon payment. You should subtract the maturity date from the current year to determine the time to maturity. The Web site should provide you with the yield to maturity and the current quote for the bond. (Be sure to multiply the bond quote by 10 to get the current market value.) You will then need to indicate whether the bond is currently trading at a discount, premium, or par.

Bond	Company/ Rating	Face Value (FV)	Coupon Rate	Annual Payment (PMT)	Time-to Maturity (NPER)	Yield-to-Maturity (RATE)	Market Value (Quote)	Discount, Premium, Par
A-Rated		$1,000
B-Rated		$1,000
C-Rated		$1,000

• Explain the relationship observed between ratings and yield to maturity.
• Explain why the coupon rate and the yield to maturity determine why the bonds would trade at a discount, premium, or par.

In this step, you have been asked to visit a credible Web site that provides detailed information on publicly traded stocks and select 1 that has at least a 5-year history of paying dividends and 2 of its closest competitors.

"To fill up the first table, you will need to gather information needed to calculate the required rate of return for each of the 3 stocks (use the Capital Asset Pricing model). You will need to find the risk-free rate online. It is the 5-year Treasury rate. You will need the market return which is just the return on the S&P 500 Index, and it is available online. You should use an average over 5 years (find the historical yearly returns for the S&P 500 Index and average them). You must research your stocks to find the betas. You should be able to find them at finance.yahoo.com."

Company	5-year Risk-Free Rate of Return	Beta (ß)	5-Year Return of S&P 500 Index	Required Rate of Return (CAPM)

"To complete the next table, you will need the most recent dividends paid over the past year for each stock, next year's expected dividends, the expected growth rate of the dividends (which you can calculate by taking next year's dividend subtracting off this year's dividend and dividing the result by this year's dividend), and the required rate of return you calculated in the previous table. You will also need to compare your results with the current value of each stock and determine whether the model suggests that they are over- or underpriced.

Company	Current Dividend	Projected Growth Rate of Dividends	Next year's Dividend	Required Rate of Return (CAPM)	Estimated Stock Price (Gordon Model) = Next year's dividend / (required rate of return – projected growth rate of dividends)	Current Stock Price	Over/under Priced

In the third table, you will be using the price to earnings ratio (P/E) along with the average expected earnings per share provided by the Web site. You will also need to compare your results with the current value of each stock to determine whether or not the model suggests that the stocks are over- or underpriced.

Company	Estimated Earning (next year)	P/E Ratio	Estimated Stock Price (P/E)	Current Stock Price	Over/Under Priced

After completing the 3 tables, explain your findings and why your calculations coincide with the principles related to bonds that were presented in the Phase. Be sure to address the following:

• Explain the relationship observed between the required rate of return, growth rate and the dividend paid, and the estimated value of the stock using the Gordon Model.
• Explain the value and weaknesses of the Gordon model.
• Explain the how the price-to-earnings model is used to estimate the value of the stocks.