Question

Find
𝐴
′
A
′
and
𝐵
′
B
′
if
𝐴

(
0
,

5
)
A (0, 5) and
𝐵

(
−
10
,

−
1
)
B (−10, −1) is reflected over the x-axis.



𝐴
′
A
′



𝐵
′
B
′

Answer 1

To reflect a point over the x-axis, you change the sign of the y-coordinate while keeping the x-coordinate the same.

Given the points:

- \( A(0, 5) \)
- \( B(-10, -1) \)

We can find the reflections:

1. For point \( A(0, 5) \):
\[
A' = (0, -5)
\]

2. For point \( B(-10, -1) \):
\[
B' = (-10, 1)
\]

Thus, the reflections are:

- \( A' (0, -5) \)
- \( B' (-10, 1) \)