The feasible region corresponding to a resource constraint 2x + 7y $\le$ 10 using the reality minimums of x $\ge$ 0, y $\ge$ 0 contains exactly 8 points (x, y) with integer values of x and y.

Question

Quizplus · Accepted Answer

The feasible region contains exactly 8 points with integer values of x and y. This implies that the region is a polygon with 8 vertices. Since the resource constraint 2x + 7y ≤ 10 intersects the x and y axes at integer values (x = 5 and y = 1), we can conclude that all the vertices of the polygon are integers. Therefore, the statement is true.

The Feasible Region Corresponding to a Resource Constraint 2x ≤\le≤ 10 Using the Reality Minimums of X

The Feasible Region Corresponding to a Resource Constraint 2x $\le$ 10 Using the Reality Minimums of X