To determine the coordinates A' after a reflection over the x-axis, we need to know that reflecting a point (x, y) over the x-axis results in the point (x, -y).
If the reflection point A' is supposed to be in quadrant II, then the x-coordinate will be negative and the y-coordinate will be positive.
Given the options:
a. (-3, -1) - This is in quadrant III (not valid) b. (1, -1) - This is in quadrant IV (not valid) c. (0, 3) - This is on the y-axis (not valid) d. (-3, -1) - This is in quadrant III (not valid)
None of these options correctly represent a point in quadrant II after a reflection over the x-axis. There seems to be a misunderstanding in the available answers since they do not meet the criteria.
If you have the original coordinates of point A, please provide it so that we can determine A' accurately.
2 answers