?(a) Find all vectors v such that\(\langle 1,2,1\rangle \times \mathbf{v}=\langle

Chapter 12, Problem 44

(choose chapter or problem)

(a) Find all vectors v such that

$\langle 1,2,1\rangle \times \mathbf{v}=\langle 3,1,-5\rangle$

(b) Explain why there is no vector v such that

$\langle 1,2,1\rangle \quad \times \mathbf{v}=\langle 3,1,5\rangle$

Equation Transcription:

〈1, 2, 1〉 $\times{}$ v = 〈3, 1, ー5〉

〈1, 2, 1〉 $\times{}$ v = 〈3, 1, 5〉

Text Transcription:

〈1, 2, 1〉times v = 〈3, 1, ー5〉

〈1, 2, 1〉 times v = 〈3, 1, 5〉

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