Reflect (-4,-1) over the y- axis Then translate the result to the right 2 units what are the final coordinates of the final point ?

Answer 1

To reflect a point over the y-axis, all that's necessary is to change the sign of the x-coordinate:

(-4, -1) --> (4, -1).

Translating two units to the right means adding two units to the x-coordinate:

(4, -1) --> (6, -1).

This is our final point.

Answer 2

To reflect over the y-axis, you flip the sign of the x-coordinate, so this point would become (4,-1)

Since the x-coordinate it already positive, translating to the right two units means adding two to the x-coordinate, giving the final answer of (6,-1)