Let f:R2->R2 be the linear transformation defined by f(x)=[2 2 3 5]x . Let B={ , },
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Question:
Let f:R2->R2 be the linear transformation defined by f(x)=[2 2 3 5]x . Let B={<1,-1>,<-3,4>}, C = {<1,-2>,<2,-3>}, be two different bases for R2.
A) Find the matrix [f]BB for f relative to the basis B.
[f]BB=
B) Find the matrix [f]CC for f relative to the basis C.
[f]CC=
C) Find the transition matrix [I]BC from C to B.
[I]BC=
D) Find the transition matrix [I]CB from B to C. (Note: [I]CB=([I]BC)^-1.)
[I]CB=
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