Question

reflect the following image over the x-axis.
a=(1,1)
b=(3,1)
c=(3,3)

Answer 1

To reflect points over the x-axis, you keep the x-coordinates the same and negate the y-coordinates. Here's how the reflection works for each of the points you provided:

1. Point \( a = (1, 1) \) reflects to \( a' = (1, -1) \)
2. Point \( b = (3, 1) \) reflects to \( b' = (3, -1) \)
3. Point \( c = (3, 3) \) reflects to \( c' = (3, -3) \)

So the reflected points over the x-axis are:
- \( a' = (1, -1) \)
- \( b' = (3, -1) \)
- \( c' = (3, -3) \)