There is a 13.30% probability of an average economy and a 86.70% probability of an above average economy.  You invest 47.80% of your money in Stock S and 52.20% of your money in Stock T.  In an average economy the expected returns for Stock S and Stock T are 7.50% and 9.50%, respectively.  In an above average economy the the expected returns for Stock S and T are 21.50% and 19.30%, respectively.  What is the expected return for this two stock portfolio?

An analyst gathered the following information for a stock and market parameters: stock beta = [BetaA]; expected return on the Market = [Rm]%; expected return on T-bills = [Rf]%; current stock Price = $[Po]; expected stock price in one year = $[P1]; expected dividend payment next year = $[D1]. Calculate the required return for this stock.  Please share your answer as a percentage rounded to 2 decimal places.

Suppose a firm has 30.80 million shares of common stock outstanding at a price of $35.35 per share.  The firm also has 499000.00 bonds outstanding with a current price of $954.00. The outstanding bonds have yield to maturity 8.99%. The firm’s common stock beta is 1.88 and the corporate tax rate is 39.00%. The expected market return is 12.69% and the T-bill rate is 3.47%. Compute the following:  Weight of Equity of the firm: [a] Weight of Debt of the firm: [b] Cost of Equity of the firm: [c] After Tax Cost of Debt of the firm: [d] WACC for the Firm: [e]

There is a 42.20% probability of an average economy and a 57.80% probability of an above average economy.  You invest 23.80% of your money in Stock S and 76.20% of your money in Stock T.  In an average economy the expected returns for Stock S and Stock T are 14.90% and 14.20%, respectively.  In an above average economy the the expected returns for Stock S and T are 32.10% and 34.80%, respectively.  What is the expected return for this two stock portfolio?

There is a 14.80% probability of a below average economy and a 85.20% probability of an average economy.  If there is a below average economy stocks A and B will have returns of -2.80% and 4.10%, respectively.  If there is an average economy stocks A and B will have returns of 9.90% and 4.30%, respectively. Compute the: Expected Return for Stock A: [a] Expected Return for Stock B: [b] Standard Deviation for Stock A: [c] Standard Deviation for Stock B: [d]

Suppose a firm has 49.10 million shares of common stock outstanding at a price of $38.74 per share.  The firm also has 206000.00 bonds outstanding with a current price of $967.00. The outstanding bonds have yield to maturity 8.61%. The firm’s common stock beta is 1.19 and the corporate tax rate is 35.00%. The expected market return is 13.50% and the T-bill rate is 1.64%. Compute the following:  Weight of Equity of the firm: [a] Weight of Debt of the firm: [b] Cost of Equity of the firm: [c] After Tax Cost of Debt of the firm: [d] WACC for the Firm: [e]

There is a 19.70% probability of an average economy and a 80.30% probability of an above average economy.  You invest 26.10% of your money in Stock S and 73.90% of your money in Stock T.  In an average economy the expected returns for Stock S and Stock T are 6.10% and 6.70%, respectively.  In an above average economy the the expected returns for Stock S and T are 31.60% and 36.10%, respectively.  What is the expected return for this two stock portfolio?

Suppose a firm has 25.70 million shares of common stock outstanding at a price of $33.95 per share.  The firm also has 289000.00 bonds outstanding with a current price of $1,036.00. The outstanding bonds have yield to maturity 10.85%. The firm’s common stock beta is 0.96 and the corporate tax rate is 39.00%. The expected market return is 13.99% and the T-bill rate is 1.64%. Compute the following:  Weight of Equity of the firm: [a] Weight of Debt of the firm: [b] Cost of Equity of the firm: [c] After Tax Cost of Debt of the firm: [d] WACC for the Firm: [e]

Suppose a firm has 12.00 million shares of common stock outstanding at a price of $25.86 per share.  The firm also has 359000.00 bonds outstanding with a current price of $940.00. The outstanding bonds have yield to maturity 7.28%. The firm’s common stock beta is 2.32 and the corporate tax rate is 35.00%. The expected market return is 9.36% and the T-bill rate is 5.32%. Compute the following:  Weight of Equity of the firm: [a] Weight of Debt of the firm: [b] Cost of Equity of the firm: [c] After Tax Cost of Debt of the firm: [d] WACC for the Firm: [e]

Suppose a firm has 44.40 million shares of common stock outstanding at a price of $43.17 per share.  The firm also has 328000.00 bonds outstanding with a current price of $1,169.00. The outstanding bonds have yield to maturity 6.78%. The firm’s common stock beta is 0.82 and the corporate tax rate is 35.00%. The expected market return is 11.86% and the T-bill rate is 3.53%. Compute the following:  Weight of Equity of the firm: [a] Weight of Debt of the firm: [b] Cost of Equity of the firm: [c] After Tax Cost of Debt of the firm: [d] WACC for the Firm: [e]