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Linear Programming (LPP) - Full Concept + PYQs | MHT-CET 2025 Crash Course | Maharashtra Board 📚 Welcome to your ...

The minimum value of linear objective function z =2x + 2y under linear constraints ` 3x + 2y ge 12 , x + 3y ge 11 and x,y ge 0` is.

The minimum value of the objective function Z=2x+10y for linear constraints ` x ge 0 , y ge 0, x -y ge 0, x -5y le -5 ` is.

"Which of the following cannot be considered as the objective function of a linear programming problem? A)Maximize `z = 3x + 2y` ...

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Refer to question 7 above. Find the maximum value of Z.

The minimum value of z = 10x + 25y subject to `0lexle3,0leyle3,x+yle5` is …….

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The objective function `Z=4x_(1) +5x_(2)`, Subject to ` 2x_(1) +x_(2) ge 7,2x_(1)+3x_(2) le 15,x_(2)le 3, x_(1),x_(2)ge 0` has ...

2x minus 20 is equal to 0 x is equal to 12 by 2 x is equal to 6 plus 6 plus 6 subjects. Okay. Minus 2. Equations 2 plus 2x minus 8 is ...

In the following the feasible region (shaded) for a LPP is shown Determine the maximum and minimum value of Z=x+2y.

The maximum value of ` 2x +y ` subject to ` 3x +5y le 26 and 5x +3y le 30 , x ge 0, y ge 0` is.

The line ` 5x +y-1=0` coincides with one of the lines given by ` 5x^(2) +xy -kx - 2y+2=0` then the value of k is.

If the length of a vector be 7 and direction ratios be 2, -3, 6, then its direction cosines are.

The linear density of a vibrating string is `10^(-4) kg//m`. A transverse wave is propagating on the string, which is described by the ...

Shaded region is represented by , the constraints.

"An optimisation problem may involve finding A) maximizing profit B) minimum cost C) minimum use of resources D) All of the ...

If `m_(1)` and `m_(2)` are slopes of lines represented by equation `3x^(2) + 2xy - y^(2) = 0`, then find the value of `(m_(1))^(2) + ...

If the line `x+2=0` coincides with one of the lines represented by `x^(2)+2xy+4y+k`, then k=

Determination the product `[{:(,1,-1,1),(,1,-2,-2),(,2,1,3):}] [{:(,-4,4,4),(,-7,1,3),(,5,-3,-1):}]` and use it to solve the system of equations ...