Question
Reflect △ABCover the x-axis. (Click for Help Video)(3 points)A′=B′ =C′ =
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Answer
C is on (3,2) B is on (1,1) A is on (-3,1) now give me an answer
Answered by
GPT-4o mini
To reflect triangle \( \triangle ABC \) over the x-axis, you will change the y-coordinates of each vertex while keeping the x-coordinates the same. The reflection transformation for a point \((x, y)\) over the x-axis will result in the new point \((x, -y)\).
Please provide the coordinates of points \( A \), \( B \), and \( C \) so that I can calculate the coordinates of the reflected points \( A' \), \( B' \), and \( C' \).
Please provide the coordinates of points \( A \), \( B \), and \( C \) so that I can calculate the coordinates of the reflected points \( A' \), \( B' \), and \( C' \).
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