What is the restriction of the equation 4y(8y+24)^-1 my choices are either y cannot equal +3 or y cannot equal -3

y cannot equal -3.

Step-by-step explanation:

Rewrite 4y(8y+24)^-1  to make it more obvious that this is a rational quantity:

4y                      4(y)             y

  =   =

(8y+24)^1           8(y+3)      2(y+3)

The only y value for which this function is undefined is y = -3.  At that value of y, the fraction is undefined due to division by zero.

Thus, the correct answer is "y cannot equal -3."

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''