Answer :

Let number of units of type A be x and that of type B be y


LPP is Maximize P = 40x + 50y


subject to constraints


3x + y ≤ 9


x + 2y ≤ 8


x, y ≥ 0



P (3, 0) = 120


P (2, 3) = 230


P (0, 4) = 200


Max profit = Rs230 at (2, 3)


So, to maximize profit, number of units of A = 2 and number of units of B = 3

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