Let p be the plane x2y-z0 let t be the reflection in r3
Let (P) be the plane x+2y-z=0. Let T be the reflection in R3 about (P).
a) Derive an orthogonal basis B = {b1,b2,b3} for the space R3,such that b1 = n is a normal vector to the plane (P), while b2, b3 are on the plane (P).
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