A line segment with endpoints at $(2, 2)$ $(2 , 2 )$ and $(5, - 3)$ $(5, -3 )$ 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 $(2, 2)$ $(2 , 2 )$ and $(5, - 3)$ $(5, -3 )$ is rotated clockwise by $π$ $pi$ . What are the new endpoints of the line segment?

1 Answer

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Answer 1 · 2016-06-09T18:44:20

(2 ,2) → (-2 ,-2) , (5 ,-3) → (-5 ,3)

Explanation:

I am assuming that this is a rotation about the origin.

Under a rotation of $π about the origin$ $pi" about the origin"$

a point (x ,y) → (-x ,-y)

hence (2 ,2) → (-2 ,-2) and (5 ,-3) → (-5 ,3)

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A line segment with endpoints at $(2, 2)$ $(2 , 2 )$ and $(5, - 3)$ $(5, -3 )$ is rotated clockwise by $π$ $pi$ . What are the new endpoints of the line segment?

1 Answer

Explanation:

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A line segment with endpoints at (2,2)(2 , 2 ) and (5,−3)(5, -3 ) is rotated clockwise by πpi . What are the new endpoints of the line segment?

1 Answer

Explanation:

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A line segment with endpoints at $(2, 2)$ $(2 , 2 )$ and $(5, - 3)$ $(5, -3 )$ is rotated clockwise by $π$ $pi$ . What are the new endpoints of the line segment?