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MHTCET PREVIOUS YEAR PAPERS AND PRACTICE PAPERS-Linear Programming -EXERCISE 2 (MISCELLANEOUS PROBLEMS )
- For an LPP, minimise Z = 2x + y subject to constraint 5x+10y le 50 , x...
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- Consider the inequalities x1+x2 le 3,2x1+5x2ge 10x1,x2 ge 0 then feas...
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- Z=4x+2y,4x+2y ge 46, x +3y le 24 and x and y are greater than or equ...
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- The maximum value P = 3x + 4y subjected to the constraints x + y le 40...
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- Consider the inequalities 5x1+4x2ge9,x1+x2 le 3, x1 ge 0 , x2 ge 0 Wh...
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- The minimum and maximum values problem, of Z for the minimise and ma...
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- The linear programming problem minimiseZ=3x+2y subject to the constrai...
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- The maximum and minimum values of the objective function Z = x + 2y s...
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- The maximum value of the objective function Z=3x+4y subject to th...
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- Let x and y are the number of tables and chairs respectively, on which...
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- The graphical solution of linear inequalities x+y ge 5 " and " x -y ...
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- By graphical method, the solutions of linear programming problem maxim...
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- A toy company manufactures two types of doll; a basic version doll; a ...
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- The minimum value of Z = 10x + By subject to 4x +y ge 4, x +3y ge 6, ...
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- The point which provides the solution of the solution to the linear pr...
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- Shaded region is represented by , the constraints
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- Let R be the feasible region (convex polygon) for a linear programming...
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- The minimum value of the objective function Z=x+2y Subject to the c...
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- Let the feasible region of the linear programming problem with the obj...
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