Question

graph the image of a(-10, -9) after a translation 2 units right and 10 units up.

Explanation:

Step1: Calculate new x - coordinate

The original x - coordinate of point A is $x=-10$. A translation 2 units right means we add 2 to the x - coordinate. So, $x_{new}=-10 + 2=-8$.

Step2: Calculate new y - coordinate

The original y - coordinate of point A is $y=-9$. A translation 10 units up means we add 10 to the y - coordinate. So, $y_{new}=-9+10 = 1$.

Answer:

The image of point A is $(-8,1)$. To graph it, locate the point (-8,1) on the coordinate - plane where the x - value is - 8 and the y - value is 1.