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What are the coordinates of point A after being translated 3 units up? A (4,-6) B (-4,6)

What are the coordinates of point A after being translated 33 units up?\newlineA (4,−6) (4,-6) \newlineB (−4,6) (-4,6)

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Full solution

Q. What are the coordinates of point A after being translated 33 units up?\newlineA (4,−6) (4,-6) \newlineB (−4,6) (-4,6)
  1. Translate Point A for Option A: Point A is at (4,−6)(4,-6) for option A and (−4,6)(-4,6) for option B. We need to translate the point 33 units up, which means we add 33 to the y-coordinate.
  2. Translate Point A for Option B: For option A, adding 33 to the y-coordinate of (4,−6)(4,-6) gives us (4,−6+3)(4,-6+3) which simplifies to (4,−3)(4,-3).
  3. Final Coordinates: For option B, adding 33 to the y-coordinate of (−4,6)(-4,6) gives us (−4,6+3)(-4,6+3) which simplifies to (−4,9)(-4,9).

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