Question

A merchant sells two models X and Y of TV at 725000 and 750000 per set respectively
He gets a profit of 1500 on model X and T2000 on model Y. The sales cannot exceed
20 sets in a month. If he cannot invest more than 6 lakh rupees, formulate the problem of
determining the number of sets of each type he must keep in stock for maximum profit​

Answer 1

Answer:

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Let the shopkeeper purchases x T.V. sets.

And, Purchases y DVD players.

Therefore,

Main constraints :

x+y ≤ 750

6500x+2800y ≤ 12,00,000

Non-negativity constraints :

x ≥ 0

y ≥ 0

And,

Objective function, Z(maximize)=8600x + 3900y

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Answer 2

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