A firm produces x type A and y type B bags. Demand for bag B is atmost one fourth of A. The corresponding constraint is

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4y – x ≥ 0

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x < 4y

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x – 4y ≥ 0

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Solution

The correct option is D
x – 4y ≥ 0

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Similar questions

A toy company manufactures two types of toys A and B. Demand for toy B is atmost half of that if type A. Write the corresponding constraint if x toys of type A and y toys of type B are manufactured.

Q. Maximize

Z = 3 x + 4 y

subject to the constraints:

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Maximum Z=3x +4y, subject to the constraints $x + y \leq 1, x \leq 0, y \leq 0$ .

Maximize Z = 3x + 4y, subject to the constraints are x + y $\leq$ 4, x $\geq$ 0 and y $\geq$ 0.

Q. For the LPP; maximise

z = x + 4 y

subject to the constraints

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A firm produces x type A and y type B bags. Demand for bag B is atmost one fourth of A. The corresponding constraint is

The correct option is D x – 4y ≥ 0

The correct option is D
x – 4y ≥ 0