Question

1. (-3, 3)

Explanation:

Step1: Recall quadrant rules

In the coordinate plane, quadrants are defined by the signs of \(x\) and \(y\) coordinates:

• Quadrant I: \(x>0, y>0\)
• Quadrant II: \(x<0, y>0\)
• Quadrant III: \(x<0, y<0\)
• Quadrant IV: \(x>0, y<0\)

Step2: Analyze the point \((-3, 3)\)

For the point \((-3, 3)\), the \(x\)-coordinate is \(-3\) (which is \(<0\)) and the \(y\)-coordinate is \(3\) (which is \(>0\)).

Step3: Match to quadrant

From the quadrant rules, a point with \(x<0\) and \(y>0\) lies in Quadrant II.

Answer:

The point \((-3, 3)\) lies in Quadrant II.