Question
reflect ABC over the y- axis: A -1,2 B 2,1 C 4,5
Answers
GPT 3.5
To reflect a point over the y-axis, we need to change the sign of its x-coordinate while keeping the y-coordinate the same.
For point A (-1, 2), the reflection over the y-axis would be (1, 2).
For point B (2, 1), the reflection over the y-axis would be (-2, 1).
For point C (4, 5), the reflection over the y-axis would be (-4, 5).
So, the reflected triangle would be A' (1, 2), B' (-2, 1), C' (-4, 5).
For point A (-1, 2), the reflection over the y-axis would be (1, 2).
For point B (2, 1), the reflection over the y-axis would be (-2, 1).
For point C (4, 5), the reflection over the y-axis would be (-4, 5).
So, the reflected triangle would be A' (1, 2), B' (-2, 1), C' (-4, 5).