If u, v, and w are vectors in R n , n 2, and c is

Question:

If u, v, and w are vectors in Rⁿ, n ≥ 2, and c is a scalar, explain why the following expressions make no sense:

(a)

∥u · v∥

(b)

u · v + w

(c)

u · (v · w)

(d)

c · (u + w)

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Linear Algebra A Modern Introduction

ISBN: 978-0538735452

3rd edition

Authors: David Poole

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Question Posted: Nov 02, 2018 12:08 PM

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If u, v, and w are vectors in R n , n 2, and c is

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a uv is a real number so uv is the norm of a number which is not defined ...View the full answer

Linear Algebra A Modern Introduction

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