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3 cards from this section. Quick, good the night before a test.
Define a normal vector.
Think about the orientation relative to the surface.
What does an angle of 90 degrees between two planes mean?
Consider how two walls meet at a corner.
What is a normal vector?
Think of the direction that 'sticks out' from a surface.
True or False: An angle of 0 degrees between two planes means they intersect.
Consider the alignment of planes.
Given three normal vectors , can you determine if any two of the planes formed are parallel? Explain your reasoning.
Calculate ratios of components between pairs.
Construct two planes that intersect at a 45-degree angle and write their equations based on given normal vectors; show calculations.
Think about the geometric implications of the specifications.
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