$$ Identify each decision variable

$$ Set up an objective function

$$ Set up the constraints

$$ Technology draw an accurate graph of the feasible region $$ indicate each corner point on the graph.

$$ Using the corner points answer the question $5)$ The Spectra Z fund sells for $$15$ per share and has a average annual return of $$2$ per share. The fund also has a risk factor of $17$ per share. They US growth fund sell for $$22$ per share and has an average annual return of $$3\mathrm{.}50$ per share. The risk factor for this fund is $20$ per share. You want to spend no more than $$5016$ investing in these two funds, but you also want to obtain at least $$700$ in revenue. You also want to minimize your risk. Determine how many shares of each stock you should buy. the variables and constraints will look like Maximize F$=200000$x$+500000$y

Subject to

$2$x$+3$y$<=48$

X$+3$y$<=42$

X$+$y$<=20$

x$<=0$

y$<=0$