Your client has $$103,000$ invested in stock $A.$ She would like to build a two$-$stock portfolio by investing another $$103,000$ in either stock B or $C.$ She wants a portfolio with an

expected return of at least $15\mathrm{.}0\%$ and as low a risk as possible, but the standard deviation must be no more than $40\%.$ What do you advise her to do$,$ and what will be the

portfolio expected return and standard deviation?

The expected return of the portfolio with stock $B$ is

$\%.($Round to one decimal place.$)$ The expected retum of the portfolio with stock B is The opected retum of the portfolio with stock C is$\backslash$geoquad $\%.($Round to one decimal place.$)$ The standard deviation of the portfolio with stock B is $($Round to one decimal place$)$ The standard deviation of the portfolio with stock C is $|($Round to one decimal place.$)($Select from the drop$-$down menu.$)$ You would advise your client to choosebecause it will produce the portfolio with the lower standard deviation. Rar dtoor e do innal place.$)$ Enter your answer in each of the answer boxes.