Remove the xy-term by rotation

  1. Remove the xy-term by rotation of axes, reduce the resulting equation to standard form and trace the curve on the new axes:
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    2. Ally asked by Ally
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  2. Remove the xy-term by rotation of axes, reduce the resulting equation to standard form and trace the curve on the new axes:16x^2
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    2. Ruby asked by Ruby
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  3. The point P (−1,2) is rotated to become P′ (2,1) . Describe the rotation by degree and direction.(1 point)Responses −90°
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  4. The point P (-1,2) is rotated to become P′(2,1). Describe the rotation by degree and direction. (1 point) Responses 90°
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  5. The point P (-1,2) is rotated to become P′(2,1). Describe the rotation by degree and direction. (1 point) Responses 180°
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  6. The point P (-1,2) is rotated to become P′(2,1). Describe the rotation by degree and direction. (1 point) Responses −90°
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  7. The point P (−1,2) is rotated to become P′ (2,1) . Describe the rotation by degree and direction.(1 point) Responses 180°
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  8. The point P (−1,2)is rotated to become P′ (2,1) . Describe the rotation by degree and direction.(1 point) Responses 180°
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    2. views icon 24 views
  9. The point P (−1,2) is rotated to become P′ (2,1) . Describe the rotation by degree and direction.(1 point) Responses 180°
    1. answers icon 1 answer
    2. views icon 22 views
  10. The point P (−1,2) is rotated to become P′ (2,1) . Describe the rotation by degree and direction.(1 point) Responses −90°
    1. answers icon 1 answer
    2. views icon 24 views