Answer:
The portfolio´s expected return is 12.88%
Explanation:
Hi, in order to find the expected return of this portfolio, we need to use the wheighted average formula with the information given. That is as follows.
[tex]E(r)=G(percentage)*G(return)+J(percentage)*J(return)+K(percentage)*K(return)[/tex]
It should look like this.
[tex]E(r)=0.18*0.07+0.58*0.13+0.24*0.17=0.1288[/tex]
Therefore, the expected return of this portfolio is 12.88%
Best of luck