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The feasible region is the set of point ...

The feasible region is the set of point which satisfy

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To solve the problem regarding the feasible region defined by a set of inequalities, we can follow these steps: ### Step 1: Identify the inequalities First, we need to identify the system of inequalities that define the feasible region. For example, let's say we have the following inequalities: 1. \( x + y \leq 5 \) 2. \( x - y \geq 1 \) 3. \( x \geq 0 \) 4. \( y \geq 0 \)
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Feasible region is represented by

The corner points of the feasible region of the system of linear inequations x+yge2,x+yle5,x-yge0,x,yge0 are :

A corner point of a feasible region is a point in the reqion which is the of two boundary lines.

Based on the given shaded region as the feasible region in the graph, at which point(s) is the objective function Z = 3x + 9y is maximum?

Based on the given shaded region as the feasible region in the graph, at which point(s) is the objective function Z = 3x + 9y maximum?

Define the feasible region.

Consider the following LPP: Maximize Z = 3x + 2y subject to the constraints: x + 2y le 10, 3x + y le 15, x, y ge 0 . (a) Draw the feasible region. (b)Find the corner points of the feasible region. (c) Find the maximum value of Z.

The corner point method for bounded feasible region comprises of the following steps I. When the feasible region is bounded, M and m are the maximum and minimum values of Z. II. Find the feasible region of the linear programming problem and determine its corner points. Ill. Evaluate the objective function Z = ax + by at each corner point. Let M and m respectively be the largest and smallest values of these points. The correct order of these above steps is

In the given figure, if the shaded region is the feasible region and the objective function is z = x - 2y, the minimum value of Z occurs at:

NAVNEET PUBLICATION - MAHARASHTRA BOARD-QUESTION BANK 2021-LINEAR PROGRAMMING PROBLEMS
  1. The corner point of the feasible solutions are(0,0) (3,0)(2,1)(0,7/3) ...

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  2. The half plane represented by 4x+3y> 14 contains the point

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  3. The feasible region is the set of point which satisfy

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  4. Objective function of an LPP is

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  5. The value of objective function is maximum under linear constraints

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  6. If a corner points of the feasible solutions are (0,10)(2,2)(4,0) (3,2...

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  7. The point of which of the maximum value of z= x+y subject to contrain...

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  8. Solution set of the inequality xge0 is

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  9. Which value of x is in the solutions set of inequality -2x +y ge 17

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  10. The graph of the inequality 3x- 4y le 12 , x le 1 , x ge 0, y ge 0 l...

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  11. Solve 4x -18 ge 0 graphically using xy plane

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  12. Sketch the graph of inequations x ge 5y in xoy co-ordinate system

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  13. Find the graphical solutions for the system of linear inequations 2x+y...

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  14. Find the feasible solution of linear inequations 2x+3y le 12,2x+yle ...

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  15. Solve graphically x ge 0, y ge 0

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  16. Find the solutions set of inequalities 0 le x le 5, 0 le 2y le7

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  17. Find the feasible solutions of in equations 3x+2yle 18 , 2x +yle 10 ,...

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  18. Draw the graph of inequalities x le 6,y-2le 0 , xge 0, y ge 0 and in...

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  19. Check the ordered points (1,-1),(2,-1)is a solutions of 2x + 3y -6le ...

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  20. Show the solutions set of inequations 4x-5y le 20 graphically

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