Question: Consider the problem [ begin{array}{ll} max & 2 x+y text { s.t } quad x+y leq 2 & & -x+y geq 0

Consider the problem \[ \begin{array}{ll} \max & 2 x+y \\ \text { s.t } \quad x+y \leq 2 & \\ & -x+y \geq 0 \\ & x, y \geq 0 \end{array} \] The binding constraints are $ x+y \leq 2 $ and \( -x+y \ge

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