If the point is reflected across the y-axis, what is the location of the new point? A) (6, 6) B) (6, −6) C) (−6, 6) D) (−6, −6)

Hello! I hope you are doing well. Recall that you have to post complete questions in order to get correct and good answers. In this problem, we need the original point. Since this point is unknown, I'll assume this original point is:

[tex]P(6, -6)[/tex]

The rule for reflecting a point across the y-axis is given by the formula:

[tex](x,y)\rightarrow(-x,y)[/tex]

So, if we reflect point P across the y-axis we should multiply the x-coordinate by -1, so the reflecting point would be:

[tex]P'(-6, -6)[/tex]

For this assumption, if the point P is reflected across the y-axis, the location of the new point is:

[tex]\boxed{P'(-6, -6)}[/tex]

Learn more:

Transformation Rules: https://brainly.com/question/12537916

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