Varma Investment Services must develop an investment portfolio for a new client. As an initial investment strategy, the new client would like to restrict the portfolio to a mix of two stocks.

The client wants to invest $$46,000$ and established the following two investment goals.

Priority Level $1$ Goal

Goal $1$: Obtain an annual return of at least $9\%.$

Priority Level $2$ Goal

Goal $2$: Limit the investment in Key Oil, the riskier investment, to no more than $70\%$ of the total investment.

$i=1,2.)$

Funds Available $50x_1+100x_{2}46000$

$p_1$ Goal $3x_1+10x_2+d_{n1}-d_{p1}=4140$

$p_2$ Goal $100x_2+d_{n2}-d_{p2}=32200$

$x_i,d_{ni},d_{}0$ for $i=1,2$

$($b$)$ Use the graphical goal programming procedure to obtain a solution.

$\{$:$(x_1,x_2)={]}_x$

I need help with P$2$ Goal in Part A and Part B