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12th Maharashtra Board
IMPORTANT
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Feasible region is the set of points which satisfy _____.

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Important Questions on Linear Programming

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12th Maharashtra Board
IMPORTANT
Mathematics & Statistics (Arts & Science) Part 1 Standard 12>Chapter 7 - Linear Programming>Miscellaneous Exercise>Q 9
Solution of L.P.P. to minimize z=2x+3y subject to x≥0,y≥0,1≤x+2y≤10 is
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12th Maharashtra Board
IMPORTANT
Mathematics & Statistics (Arts & Science) Part 1 Standard 12>Chapter 7 - Linear Programming>Miscellaneous Exercise>Q 10
The corner points of the feasible solution given by the inequation x+y≤4,2x+y≤7, x≥0,y≥0 are _____.
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12th Maharashtra Board
IMPORTANT
Mathematics & Statistics (Arts & Science) Part 1 Standard 12>Chapter 7 - Linear Programming>Miscellaneous Exercise>Q 11
The corner points of the feasible solution are 0,0,2,0,127,27,0,1. Then Z=7x+y is maximum at ______.
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12th Maharashtra Board
IMPORTANT
Mathematics & Statistics (Arts & Science) Part 1 Standard 12>Chapter 7 - Linear Programming>Miscellaneous Exercise>Q 12
If the corner points of the feasible solution are 0,0,3,0,2,1 and 0,23 the maximum value of z=4x+5y is _______.
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12th Maharashtra Board
IMPORTANT
Mathematics & Statistics (Arts & Science) Part 1 Standard 12>Chapter 7 - Linear Programming>Miscellaneous Exercise>Q 13
If the corner points of the feasible solution are 0,10, 2,2, 3,4 and 4,0 then the point of minimum z=3x+2y is _______.
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12th Maharashtra Board
IMPORTANT
Mathematics & Statistics (Arts & Science) Part 1 Standard 12>Chapter 7 - Linear Programming>Miscellaneous Exercise>Q 14
The half plane represented by 3x+2y<8 contains the point ______.
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12th Maharashtra Board
IMPORTANT
Mathematics & Statistics (Arts & Science) Part 1 Standard 12>Chapter 7 - Linear Programming>Miscellaneous Exercise>Q 15
The half plane represented by 4x+3y>14 contains the point _______.
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12th Maharashtra Board
IMPORTANT
Mathematics & Statistics (Arts & Science) Part 1 Standard 12>Chapter 7 - Linear Programming>Miscellaneous Exercise>Q 1

Solve the following:

Solve each of the following inequations graphically using XY plane.

4x-18≥0