Question

I NEED HELP PLEASE, THANK YOU! :)

Answer 1

Answer:  (-8, 6)

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Work Shown:

B = (2,8) is the starting point

B' = (2,-8) after reflecting over the x axis. The y coordinate flips from positive to negative. The x coordinate stays where it is.

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(2,-8) is in the form (x,y) with x = 2 and y = -8

$(x,y) \to (y, x+4)\\\\(2, -8) \to (-8, 2+4)\\\\(2,-8) \to (-8, 6)$

This shows (2,-8) translating or shifting to (-8,6) to get to the location for B''

Answer 2

Step-by-step explanation:

Point B(2, 8) reflect to x-axis

It means the x value won't change, the only thing that will change is the y value.

According to it, we can know that B' is (2, -8)

(2, -8) → (-8, 2+4) = (-8, 6) = B''