Question
Finite Math
MIXED CONSTRANTS

3. Minimize z = 18x3 + 24x2, subject to 3x, +4x, 2 48 x + 2x, s 22 3x + 2x, S 42 X, X, 20 4. Minimize z = 8x1 + 10x2 + 25x3,
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Answer #1

15 (3,12) (6,10) (9,4)the corner points of the constrained region is shown above

The value of objective function 18x1 + 24x2 is minimum at (x1, x2) =(9, 4)

The minimum value is 18(9)+24(4) =258

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