x greater or equal to 0
y greater than or equal to 0
x+y less than or equal to 7
5x+2 less than or equal to 20 a. 12 b. -8 c. 7 d. -10
x greater or equal to 0
y greater than or equal to 0
x+y less than or equal to 7
5x+2 less than or equal to 20 a. 12 b. -8 c. 7 d. -10
x greater or equal to 0
y greater than or equal to 0
x+y less than or equal to 7
5x+2y less than or equal to 20 <==Is this what you meant?
This is a linear programming problem. The ideas to solve the problem is to draw the feasible region, and check the value of the objective function at each corner.
The corner leads to the minimum value of -2x+y is at (4, 0). So, the minimum value of -2x+y is -8.
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Attn: I calculated the maximum value somehow. Now it is correct.
no, may i have someone else help me on this i got more confused
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can someone help me a.s.a.p please!
You need have those concepts clearly: feasible region, constraints, and that extremely value of objectivec function must be in one of the corners.
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