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2 cards from this section. Quick, good the night before a test.
What happens to the point (3, 4, 6) when reflected over the x-y plane?
Only the z-coordinate changes.
How would the point (-1, 2, 3) look when reflected across the y-z plane?
Focus on the x-coordinate.
What is the result of reflecting the point (5, 3, 2) over the x-y plane?
Pay attention to the z-coordinate!
True or False: Reflection over the x-z plane inverts the y-coordinate.
Focus on what changes during the transformation.
Derive the transformation matrix for reflection across the x-y plane and explain each component.
Break down the transformations component-wise.
A point A at (3, 5, -2) is reflected over the y-z plane and then by the x-y plane. What are the coordinates of the final position?
Apply the transformations step by step.
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