There are two ways to calculate the expected return of a portfolio. Either calculate the expected return using the value and dividend stream of the portfolio as a​ whole, or calculate the weighted average of the expected returns of the individual shares that make up the portfolio. Which return is​ higher? ​(Select the best choice​ below.) A. Neither-both calculations give the same answer. B. The weighted average expected return of the individual shares is higher because returns are concave. C. The weighted average expected return of the individual shares is higher because returns are convex. D. Impossible to​ tell, it depends on the portfolio.

For example, if you have a portfolio that is made up of 50% stocks and 50% bonds, and the expected return on stocks is 10%, and the expected return on bonds is 5%, then your expected return would be calculated as:

The return on a portfolio is a combination of the expected returns on the assets in the portfolio.

You own a portfolio that is 30% invested in Stock X, 20% in Stock Y, and 50% in Stock Z. The expected returns on these three stocks are 11%, 17%, and 13%, respectively. What is the expected return on the portfolio? (Do not round intermediate calculations. Round the final answer to 2 decimal places.) Portfolio expected return

You invest $9,000 in a share that has an expected return of 14%, and $16,000 in another share with an expected return of 7%. What is the expected return on your share portfolio? Group of answer choices 14% 21% 14.875% 9.52% 39.76%

An investor has the following portfolio set out below. What is the expected return on the portfolio? Record your answer to the nearest four decimal places (e.g., If your answer is 3.40%, then report 0.0340). Company Return Beta $ invested TTYL Ltd 0.217 2.1 39,000 FML Ltd 0.042 0.35 28,000 IDK Ltd 0.088 0.57 19,000 Government Bonds 0.022 36,000