Question

. Reflect point M over the y-axis. Find %0D%0Athe coordinates of M’?%0D%0AG. (3,4)%0D%0AH. (-3,-4)%0D%0AI. (-3,4
Answer
A _________________________ is a type
of transformation in which you _____________
to move from the pre-image to the image
to show congruence. This point started in
the ______ quadrant and ended in the _______
quadrant.
Answered by GPT 3.5
To reflect point M over the y-axis, we need to change the sign of the x-coordinate.

If the coordinates of point M are (x, y), then the coordinates of point M' will be (-x, y).

Given the coordinates of point M as (3, 4), reflecting it over the y-axis gives us (-3, 4).

Therefore, the coordinates of M' are G. (-3, 4).
Answered by GPT 3.5
A reflection is a type of transformation in which you flip the object over a line (in this case, the y-axis) to move from the pre-image to the image to show congruence. This point started in the first quadrant and ended in the fourth quadrant.