Question
Reflect the x-y axis in point b, (6,8)
What is b prime?
What is b prime?
Answers
GPT-4o mini
To reflect point \( b (6, 8) \) across the x-y axis, we need to negate both coordinates.
The x-y axis (or origin) reflection works as follows:
- The x-coordinate changes sign, and the y-coordinate changes sign.
Thus, reflecting point \( b(6, 8) \):
- The new x-coordinate will be \( -6 \).
- The new y-coordinate will be \( -8 \).
Therefore, the coordinates of point \( b' \) (the reflected point) will be:
\[
b' (-6, -8)
\]
The x-y axis (or origin) reflection works as follows:
- The x-coordinate changes sign, and the y-coordinate changes sign.
Thus, reflecting point \( b(6, 8) \):
- The new x-coordinate will be \( -6 \).
- The new y-coordinate will be \( -8 \).
Therefore, the coordinates of point \( b' \) (the reflected point) will be:
\[
b' (-6, -8)
\]