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EXAM TOMORROW PLEASE HELP Minimize objective function p(x,y)=2x+3y subject to these constraints: 2x+y 14 x+3y /> 21 x /> 0 y /> 0 I used and /> as greater than or equal to, etc.
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first draw st. lines 2x+y=14 and x+3y=21
\[x\geq 0,y\geq 0\]means you are in quadrant 1
we also need \(2x+y\leq 14\) and \(x+3y\geq 21\] graphed, and the points where they intersect
oops \[x+3y\geq 21\]
do you know how to ind the intersection?
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