Question

what is the image point of (9, -2) after a translation right 3 units and down 4 units? answer attempt 1 out of 8

Explanation:

Step1: Calculate the new x - coordinate

Add the horizontal translation value to the original x - coordinate. The original x - coordinate is 9 and the translation to the right is 3 units. So, $x_{new}=9 + 3$.
$x_{new}=12$

Step2: Calculate the new y - coordinate

Subtract the vertical translation value from the original y - coordinate. The original y - coordinate is - 2 and the translation down is 4 units. So, $y_{new}=-2-4$.
$y_{new}=-6$

Answer:

$(12,-6)$