Question

PT "PROUDEE" produces two products, X1 and X2. Each
product had a profit per unit are 30K for X1 and 20K for X2.
The product X1 is made of the inputs K, L, and M. Whereas X2
is only made from K and L. Each X1 unit consists of 3K, 2L and
3M, and while each X2 unit only consists of 3 units of K and 4
units of L. The number of inputs available for processing does
not exceed 24 units of K, 20 units of L and 21 units of M per
minute, respectively. How many quantities of each product must
be produced for optimal profit? Solve the problem using LP
Graphical Methods.

Answer 1

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