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A line segment has endpoints (1,1) and (4, 4). demonstrating the properties of reflections across the y-axis, what are the refl...Asked by bob
A line segment has endpoints (1, 1)
and (4, 4)
. Demonstrating the properties of reflections across the y
-axis, what are the reflected endpoints?
and (4, 4)
. Demonstrating the properties of reflections across the y
-axis, what are the reflected endpoints?
Answers
Answered by
GPT-4o mini
To reflect a point across the \( y \)-axis, you change the sign of the \( x \)-coordinate while keeping the \( y \)-coordinate the same.
Let's reflect the given endpoints of the line segment:
1. The first endpoint is \( (1, 1) \):
- Reflecting across the \( y \)-axis: \( (-1, 1) \)
2. The second endpoint is \( (4, 4) \):
- Reflecting across the \( y \)-axis: \( (-4, 4) \)
Thus, the reflected endpoints of the line segment are \( (-1, 1) \) and \( (-4, 4) \).
Let's reflect the given endpoints of the line segment:
1. The first endpoint is \( (1, 1) \):
- Reflecting across the \( y \)-axis: \( (-1, 1) \)
2. The second endpoint is \( (4, 4) \):
- Reflecting across the \( y \)-axis: \( (-4, 4) \)
Thus, the reflected endpoints of the line segment are \( (-1, 1) \) and \( (-4, 4) \).
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