Solve this linear program in Excel:

Max $13$ A $+10$ B $+17$ C subject to

$1)$ A $+$ B $+9$C $=132)$ B $$ A $+$ C $+16$

$3)$ B $>=$Solve this linear program in Excel:

Max $13A+10B+17C$ subject to

$A+B+9C=13$

$BA+C+16$

$B1$

$C26$

and all variables nonnegative.

What is the optimal value of the objective function? Report your answer to

TWO DECIMAL PLACES. $($If your actual answer has only one decimal place,

such as $12\mathrm{.}4,$ then that's fine. Canvas won't let you enter $12\mathrm{.}40.)$

Note: There is no partial credit on this problem, so take your time and check

your formulation!!!