Answer:
The expected return (in percent) on the portfolio is <u>11.8 percent</u>.
Explanation:
The expected return on a portfolio refers to the addition of the products of weight in the portfolio and expected return of all the investment in the portfolio.
For this question, the expected return (in percent) on the portfolio can be calculated as follows:
Portfolio value = $10,375
Value of Stock A = $6,124
Value of stock B = Portfolio value - Value of stock A = $10,375 - $6,124 = $4,251
WA = Weight of stock A in the portfolio = Value of stock A / Portfolio value = $6,124 / $10,375 = 0.59, or 59%
WB = Weight of stock B in the portfolio = Value of stock B / Portfolio value = $4,251 / $10,375 = 0.41, or 41%
EA = Expected return of Stock A = 14.5%
EB = Expected return of Stock B = 7.8%
Therefore, we have:
Expected return on the portfolio = (WA * EA) + (WB * EB) = (59% * 14.5%) + (41% * 7.8%) = 11.8 percent
Therefore, the expected return (in percent) on the portfolio is <u>11.8 percent</u>.
