Question

graph the image of j(4, -9) after a translation 4 units right and 8 units up.

Explanation:

Step1: Calculate new x - coordinate

Add 4 to the original x - coordinate. Given the original x - coordinate of point J is 4, so the new x - coordinate is $4 + 4=8$.

Step2: Calculate new y - coordinate

Add 8 to the original y - coordinate. Given the original y - coordinate of point J is - 9, so the new y - coordinate is $-9 + 8=-1$.

Answer:

The image of point J(4, - 9) after the translation is J'(8, - 1). To graph it, locate the point (8, - 1) on the coordinate - plane where x = 8 and y=-1.