Graph A ABC after a rotation of 90° clockwise about

  1. Directions - Rotate the point according to each direction; name the new coordinates:Starting Point=(2,3) 90 Rotation Clockwise=
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  2. Directions - Rotate the point according to each direction; name the new coordinates:Starting Point"(2,3) 90 Rotation Clockwise=
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  3. The point P(4, 2) is rotated to become P′(−2, 4) . Describe the rotation by degree and direction.(1 point) Responses −90°
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  4. The point P(4, 2) is rotated to become P′(−2, 4). Describe the rotation by degree and direction.(1 point)−270°rotation
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  5. Which of the following is an equivalent transformation to the rotation of an object 270 degree clockwise?A. 90 degree clockwise
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  6. Which of the following is an equivalent transformation to rotation of an object clockwise 90 degrees?(1 point) Responses
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  7. Which of the following is an equivalent transformation to rotation of an object clockwise 90 degrees?(1 point)Responses rotation
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  8. Which of the following is an equivalent transformation to rotation of an object clockwise 90 degrees?(1 point)Responses rotation
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  9. Which of the following is an equivalent transformation to rotation of an object clockwise 90 degrees?(1 point)Responses rotation
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  10. Which of the following is an equivalent transformation to rotation of an object clockwise 90 degrees?(1 point) Responses
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