Embibe Experts Solutions for Chapter: Linear Programming Problems, Exercise 1: MHT-CET 2017

The maximum value of $2x+y$ subject to $3x+5y\le 26$ and $5x+3y\le 30, x\ge 0, y\ge 0$ is: 

The objective function of LPP defined over the convex set attains its optimum value at

The maximum value of $z=6x+8y$ subject to $x-y\ge 0, x+3y\le 12, x\ge 0, y\ge 0$ is

For L. P. P, maximize $z=4x_1+2x_2$ subject to $3x_1+2x_2\ge 9,x_1-x_2\le 3,x_1\ge 0,x_2\ge 0$ has ….

The objective function $Z=4x_1+5x_2,$ subject to $2x_1+x_2\ge 7, 2x_1+3x_2\le 15, x_2\le 3 \& x_1,x_2\ge 0$ has minimum value at the point