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Linear programming review
1.
*
2.
3.
4.
5.
6.
7.
8.
9.
10.
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12.
13.
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15.
Solve each inequality
for y and graph them to show your feasible region. y ≤ 400 – 2x y ≤ 250 - .75x x ≥ 0 y≥ 0
16.
Identify the vertices
(corners) of your feasible region. (333, 0) (0, 250) (0, 0) (120, 160)
17.
Evaluate your objective
function at each vertex. P= 2x + 1.5y (333, 0) : P= 2(333) + 1.5(0) = 666 (0, 250) : P= 2(0) + 1.5(250) = 375 (0, 0) : P= 2(0) + 1.5(0) = 0 (120, 160) : P= 2(120) + 1.5(160) = 480
18.
State your result
in context. To maximize profit she should make 333 cups and no plates. Smile! You’re done!! http://ak.imgag.com/imgag/product/createprint/3172442/3172442d.gif
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