Question

describe the location of the blue figure relative to the location of the red figure.

Explanation:

Step1: Analyze x - coordinate change

The red - figure is in the negative x - region and the blue - figure is in the positive x - region. The horizontal distance from the red - figure to the blue - figure is calculated by finding the difference in x - coordinates of corresponding points. The red - figure is around x=-4 and the blue - figure is around x = 1. The change in the x - direction is \(1-(-4)=5\) units to the right.

Step2: Analyze y - coordinate change

The red - figure has points with positive y - coordinates around y = 3 - 4 and the blue - figure has points with negative y - coordinates around y=-4. The change in the y - direction is \(-4 - 3=-7\) units, which means 7 units down.

Answer:

5 units to the right and 7 units down