Mathematics

Mathematics

Problem

Let the feasible region be defined by x≥y≥0x \ge y \ge 0. Consider the objective function Z=kx+yZ = kx + y. For which values of kk does the maximisation of ZZ yield an unbounded (infinite) maximum value? a) k≥−1k\ge -1 b) k<−1k<-1 c) k>−1k>-1 d) k>0k>0

Browse the problem library