Let the company make x no of 1st kind and y no of 2nd cakes.
∴According to the question,
200x + 100y
Maximize Z = x + y
The feasible region determined by 200x + 100y is given by
The corner points of feasible region are A(0,0) , B(0,20) , C(20,10) , D(25,0).The value of Z at corner point is
The maximum value of Z is 30 and occurs at point (20,10).
The company should make 20 of 1st type and 10 of 2nd type.
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