If the vector, e1=(1,0,2),e2=(0,1,0) and e3=(−2,0,1) from an orthogo – InterviewSolution

1.	If the vector, e1=(1,0,2),e2=(0,1,0) and e3=(−2,0,1) from an orthogonal basis of the three dimensional real space R3, then the vector u = (4,3-3) ϵR3 can be expressed as
Answer» If the vector, $e_{1} = (1, 0, 2), e_{2} = (0, 1, 0)$ and $e_{3} = (- 2, 0, 1)$ from an orthogonal basis of the three dimensional real space $R^{3}$ , then the vector u = (4,3-3) $ϵ R^{3}$ can be expressed as

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