please show work and explain

1. Consider the following LP along with its standard from and graphical representation: min 81 + 4.2 subject to 30, +4ry 26 501 + 2x2 5 10 *1 +43 34 * 0,12 20 The standard LP: min := 8x1 + 4x2 subject to 3x1 + x2 - c = 6 531 +239 + = 10 + 4x2 + x3 = 4 *1,*20 (a) (2 points) Which points are in the feasible region? (b) (1 point) If the point F is optimal, which constraints are binding constraint (c) (3 points) At the point B, what is the corresponding Basie virile (BV)? (d) (2 points) If the LP was changed to a Maximation problem without changing the con straints, which point will be optimum? 1. Consider the following LP along with its standard from and graphical representation: min 81 + 4.2 subject to 30, +4ry 26 501 + 2x2 5 10 *1 +43 34 * 0,12 20 The standard LP: min := 8x1 + 4x2 subject to 3x1 + x2 - c = 6 531 +239 + = 10 + 4x2 + x3 = 4 *1,*20 (a) (2 points) Which points are in the feasible region? (b) (1 point) If the point F is optimal, which constraints are binding constraint (c) (3 points) At the point B, what is the corresponding Basie virile (BV)? (d) (2 points) If the LP was changed to a Maximation problem without changing the con straints, which point will be optimum