A special case of reection is when a is the scalar 1 derive


1. A special case of re?ection is when A is the scalar 1. Derive the algebraic outcome and interpret geometrically. Another special case is A = In; compute that and interpret. Why is the latter outcome not the dual of the former?

2. You can project onto a rotor and get a geometrically meaningful result. Give the geometric interpretation of the projection PR[x] ≡ (xJR) R -1. (Hint: Think "chord.") For rotors, it matters whether you put the inverse on the ?rst or the last factor: what is (xJR -1 ) R?

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Microeconomics: A special case of reection is when a is the scalar 1 derive
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