Suppose you have $16.000 to invest in three stocks. A B. and C. StockA is a low-risk stock that has expected returns of 4% Stock Bisa medium-risk stock that has expected returns of 5% Stock C isa
high-risk stock that has expected retums of 6%. You want to invest at least $1,000 in each stock. To
balance the risks, you decide to invest no more than $7.000 in stock C and to limit the amount invested in
C to less than 4 times the amount invested in stockA You also decide to invest less than twice as much
in stock B as in stock A How much should you invest in each stock to maximize your expected profit?
Complete the constraints.
Stock A:x
Stock B:y
and y=
Stock C. 16-x-yz
16-x-y=
16-X-y=
DONE