Linear Programming : Maximizing Profit
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I am doing a linear programming model and need to graph on a grid line and I have the constraints, but do not know how to do the alegra part:
Contraints:
45c + 30b= 180
3c + 8b = 20
(c, b < or equal to 0)
Max profit = 10c + 6b
I can not solve for the variables c and b. The answers are in the back of the book (4,0) but I don't know how to do it.
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Solution Summary
Linear programming is examined for maximizing profits on grid lines.
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I believe your condition is wrong due to your answer (4,0).
The constraints should be:
45c + 30b <= 180
3c + 8b <=20
b >=0
c >=0
So we need to find the feasible region.
Solve the ...
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