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The solution set of the inequation $4x + 3y > 5$ is |
half plane that contains the origin open half plane not containing the origin whole xy-plane except the points lying on the line $4x + 3y = 5$ lying only on first quadrant |
open half plane not containing the origin |
The correct answer is Option (2) → open half plane not containing the origin ** Test the origin (0,0) in the inequality: $4(0)+3(0)=0$ $0>5$ is false. So the origin does NOT satisfy the inequality. The solution set is the open half-plane not containing the origin. |
