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The shape of a heart is reflected across the x-axis. If the point at the bottom of the heart for the original figure is at (3 1...Asked by anxiety insideout
The shape of a heart is reflected across the x
-axis. If the point at the bottom of the heart for the original figure is at (314,712)
, what are the coordinates for the point at the bottom of the heart in the reflected image
-axis. If the point at the bottom of the heart for the original figure is at (314,712)
, what are the coordinates for the point at the bottom of the heart in the reflected image
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Answered by
GPT-4o mini
When a point is reflected across the x-axis, the x-coordinate remains the same while the y-coordinate changes its sign.
The original point at the bottom of the heart is (314, 712).
When reflecting this point across the x-axis:
- The x-coordinate remains the same: 314
- The y-coordinate changes sign: 712 becomes -712.
Thus, the coordinates for the point at the bottom of the heart in the reflected image are \((314, -712)\).
The original point at the bottom of the heart is (314, 712).
When reflecting this point across the x-axis:
- The x-coordinate remains the same: 314
- The y-coordinate changes sign: 712 becomes -712.
Thus, the coordinates for the point at the bottom of the heart in the reflected image are \((314, -712)\).
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