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Reflect the point (13, 8) across the y -axis. What is the result?(1 point)Asked by loaf
Reflect the point (13, 8)
(
13
,
8
)
across the y
𝑦
-axis. What is the result?(1 point).
(
13
,
8
)
across the y
𝑦
-axis. What is the result?(1 point).
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To reflect a point across the y-axis, you negate the x-coordinate while keeping the y-coordinate the same.
For the point (13, 8):
- The x-coordinate is 13. Negating this gives -13.
- The y-coordinate remains 8.
Thus, the reflection of the point (13, 8) across the y-axis is (-13, 8).
For the point (13, 8):
- The x-coordinate is 13. Negating this gives -13.
- The y-coordinate remains 8.
Thus, the reflection of the point (13, 8) across the y-axis is (-13, 8).
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