Find the feasible region if any graphically for the case :
`x+2y lt4`
`x+2ygt6`
and `xgt0, y gt 0`

Find the feasible region if any graphically for the constraints 3x+5ylt10 5x+3yle15 and x,yge0

Find graphically the feasible region if any for the following inequation x le 2 , y le 3 , x+yge 1, x,y ge 0

Solve 3x+2y gt 6 graphically.

Minimize Z=(3x+y) Subject ot the constraints : 2x+3y lt6 x+ygt1, and x gt 0, y gt 0

Find the common solution region by graphical method. 2x + y ge 2 , x - yle 1 , x + 2y le 8 , x > 0 , y ge 0

Represent graphically x+y ge 4, 2x-y le 0,x,yge0

Represent graphically: 2x-3y lt 6

Represent graphically x+2y le 10, x+y ge 1,2 x+y le 2, x ge0, y ge0

Find the area of the region { (x,y): x^(2)lt y lt |x| }

Find the area of the region {( x,y): x^(2)lt ylt x}