Question

translate point c using (x - 6, y + 2). enter the new coordinates. c = ( ?, ) c (4,-3)

Explanation:

Step1: Identify the original x - coordinate

The original x - coordinate of point C is 4.

Step2: Calculate the new x - coordinate

Using the transformation rule \(x-6\), we substitute \(x = 4\) into it. So \(4-6=-2\).

Step3: Identify the original y - coordinate

The original y - coordinate of point C is - 3.

Step4: Calculate the new y - coordinate

Using the transformation rule \(y + 2\), we substitute \(y=-3\) into it. So \(-3 + 2=-1\).

Answer:

\(C'=(-2,-1)\)