Question

look at the coordinate plane. which point is in quadrant iv?
coordinate plane image
(-2, -5) (3, 5) (-4, 1) (4, -1)

Explanation:

Step1: Recall Quadrant IV rules

In a coordinate plane, Quadrant IV has \(x>0\) (positive x - coordinate) and \(y < 0\) (negative y - coordinate).

Step2: Analyze each point

• For \((-2,-5)\): \(x=-2<0\), \(y = - 5<0\), so it is in Quadrant III.
• For \((3,5)\): \(x = 3>0\), \(y=5>0\), so it is in Quadrant I.
• For \((-4,1)\): \(x=-4<0\), \(y = 1>0\), so it is in Quadrant II.
• For \((4,-1)\): \(x = 4>0\), \(y=-1<0\), which satisfies the conditions for Quadrant IV.

Answer:

\((4, - 1)\)