Question
If the four-sided figure were reflected across the y-axis, which point would end up in Quadrant II (the upper left quadrant)? (1 point) Responses A A B B C C D
Answers
GPT 3.5
If the four-sided figure is reflected across the y-axis, the x-coordinates of all the points will change sign.
So, in Quadrant II, where the x-coordinates are negative, in order for a point to end up there after reflection, it must have a positive x-coordinate originally.
Out of the given options:
- Option A has an x-coordinate of -3, which is negative and would end up in Quadrant III.
- Option B has an x-coordinate of 2, which is positive and would end up in Quadrant II.
- Option C has an x-coordinate of -5, which is negative and would end up in Quadrant III.
- Option D has an x-coordinate of -1, which is negative and would end up in Quadrant III.
So, the correct answer is Option B.
So, in Quadrant II, where the x-coordinates are negative, in order for a point to end up there after reflection, it must have a positive x-coordinate originally.
Out of the given options:
- Option A has an x-coordinate of -3, which is negative and would end up in Quadrant III.
- Option B has an x-coordinate of 2, which is positive and would end up in Quadrant II.
- Option C has an x-coordinate of -5, which is negative and would end up in Quadrant III.
- Option D has an x-coordinate of -1, which is negative and would end up in Quadrant III.
So, the correct answer is Option B.