Mathematics

Mathematics

Problem

For the system of inequalities x+y≤4x + y \le 4, x+ky≥6x + ky \ge 6, x≥0x \ge 0, y≥0y \ge 0, determine the set of values of kk for which the feasible region is non–empty. a) k≤32k \le \dfrac{3}{2} b) k≥32k \ge \dfrac{3}{2} c) 0<k<320<k<\dfrac{3}{2} d) k≥1k \ge 1

Browse the problem library