Question

which point is in quadrant iv?

Explanation:

Step1: Recall Quadrant IV properties

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

Step2: Analyze each point

• Point \(P\): From the graph, it has a positive \(x\) - coordinate and positive \(y\) - coordinate (Quadrant I).
• Point \(D\): It has a negative \(x\) - coordinate and positive \(y\) - coordinate (Quadrant II).
• Point \(E\): It has a negative \(x\) - coordinate and negative \(y\) - coordinate (Quadrant III).
• Point \(G\): It has a positive \(x\) - coordinate (since it is to the right of the \(y\) - axis) and a negative \(y\) - coordinate (since it is below the \(x\) - axis), so it satisfies \(x>0\) and \(y < 0\).

Answer:

Point \(G\) is in Quadrant IV.