Consider the following LP problem Minimize z$=9\mathrm{.}10$x $1+5\mathrm{.}9$ theta$*2$ Subject to Constraint $1$: $5$x$\_\{1\}+3$x$\_\{2\}>=38,$ Constraint $2$ : $2$x$\_\{1\}+5$x$\_\{2\}>=33$ Constraint $3$: x$\_\{1\},$ x$\_\{2\}>=0$ where x$\_\{1\}$ and represent the decision variables. Solve the LP problem to answer the following questio a $.$ What are the values of x$\_\{1\}$ and x$\_\{2\}$ at the optimal solution? What is the minimum value of z$?$