A line segment with endpoints at $(- 6, - 8)$ $(-6 , -8 )$ and $(1, 1)$ $(1, 1 )$ is rotated clockwise by $π$ $pi$ . What are the new endpoints of the line segment?

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A line segment with endpoints at $(- 6, - 8)$ $(-6 , -8 )$ and $(1, 1)$ $(1, 1 )$ is rotated clockwise by $π$ $pi$ . What are the new endpoints of the line segment?

1 Answer

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Answer 1 · 2018-07-31T01:46:22

$color(blue)("New end points due to the rotation" A'(6 ,8 ), B'(-1 , -1)$

Explanation:

![https://www.onlinemath4all.com/http://algebraic-representations-of-rotations.html](https://useruploads.socratic.org/VDbQTQqHTk2bbFn0N4vu_quadrant%20signs.GIF)

$A (-6, -8), B (1,1), " rotated about origin by " pi " clockwise"$

$A (-6, -8) to A' (6, 8)$

$B (1, 1) to B' (-1, -1)$

$color(blue)("New end points due to the rotation" A'(6 ,8 ), B'(-1 , -1)$

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A line segment with endpoints at $(- 6, - 8)$ $(-6 , -8 )$ and $(1, 1)$ $(1, 1 )$ is rotated clockwise by $π$ $pi$ . What are the new endpoints of the line segment?

1 Answer

Explanation:

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1 Answer

Explanation:

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A line segment with endpoints at $(- 6, - 8)$ $(-6 , -8 )$ and $(1, 1)$ $(1, 1 )$ is rotated clockwise by $π$ $pi$ . What are the new endpoints of the line segment?