Question 3 The point W(-13,9) was transformed to W'(-9, -13) by a rotation around the origin. Which of the following best describes this rotation?

Question

asked May 17, 2023 44.0k views

1 Answer

WeZZard · Answer 1 · 2023-05-21T09:23:41+0000

Remember that a rotation about the origin of 90° counterclockwise is given by the rule:

$(x,y)\rightarrow(-y,x)$

If this rule is applied to the point W, we get W':

$W(-13,9)\rightarrow W^(\prime)(-9,-13)$

Therefore, the rotation that was performed is a 90º counterclockwise rotation.

Then, the answer is option C.