Determining solution from graph:

Let the daily production plan be, x hours of process 1 and y hours of process 2.

So, the daily cost be C=4x+y(in$).

Constraints:

3x+y≥10 (Demand of chemical A)x+y≥5 (Demand of chemical B)x≥3 (Demand of chemical C)

Therefore the LPP becomes,

Minimize, C=4x+y

Subject to the constraints,

3x+y≥10 x+

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Chapter 3 Solutions

Introduction to mathematical programming

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Solution Summary: The author explains that the black shaded region is the feasible region, a region which satisfies all the constraints. Since feasible is convex and the objective function is linear, one of the boundary points will be an

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