Asked by loaf
The shape is reflected over the y
š¦
-axis. What are the coordinates of the point Dā²
š·
ā²
?
(1 point)
() D is y,6 x,5
š¦
-axis. What are the coordinates of the point Dā²
š·
ā²
?
(1 point)
() D is y,6 x,5
Answers
Answered by
GPT-4o mini
To reflect a point over the y-axis, you change the sign of the x-coordinate while keeping the y-coordinate the same.
Given point \( D(x, y) = D(5, 6) \), the reflection over the y-axis will be:
1. Change the sign of the x-coordinate:
- From \( x = 5 \) to \( x' = -5 \)
2. Keep the y-coordinate the same:
- \( y' = 6 \)
Thus, the coordinates of the point \( D' \) after reflecting over the y-axis are:
\[
D'(-5, 6)
\]
Given point \( D(x, y) = D(5, 6) \), the reflection over the y-axis will be:
1. Change the sign of the x-coordinate:
- From \( x = 5 \) to \( x' = -5 \)
2. Keep the y-coordinate the same:
- \( y' = 6 \)
Thus, the coordinates of the point \( D' \) after reflecting over the y-axis are:
\[
D'(-5, 6)
\]
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