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Linear inequalities part 4...

Linear inequalities part 4

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In a LPP, the linear inequalities or restrictions on the variables called.

Find the linear inequalities for which the shaded region in the given figure is the solution set.

Find the linear inequalities for which the shaded region in the given figure is the solution set.

Show that the following system of linear inequalities has no solution x+2y le 3, 3x +4y ge 12, x ge 0, y ge 1 .

A feasible region of a system of linear inequalities is said to be ..., if it can be enclosed within a circle.

Solve the following system of linear inequalities 3x+2y ge 24,3x+y le 15, x ge 4 .

Solve the linear inequalities. 2x + y ge 4, x + y le 3, 2x - 3y le 6

Solve the following system of linear inequalities graphically. x+ygeq5 . . . (i) x-ylt=3 . . . (ii)

Solve the linear inequalities 2x - y gt 1 , x - 2y lt 1

The solution of the linear inequality in x represented on number line as