Describe the properties of two vectors for which (a) (vec{A}+vec{B}=vec{A}-vec{B}) and (b) (|vec{A}|+|vec{B}|=|vec{A}+vec{B}| )

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Describe the properties of two vectors for which

(a) $\vec{A}+\vec{B}=\vec{A}-\vec{B}$ and

(b) $|\vec{A}|+|\vec{B}|=|\vec{A}+\vec{B}| $

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Principles And Practice Of Physics

ISBN: 9780135610862

2nd Edition

Authors: Eric Mazur

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Question Posted: Apr 04, 2024 12:00 AM

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Describe the properties of two vectors for which (a) (vec{A}+vec{B}=vec{A}-vec{B}) and (b) (|vec{A}|+|vec{B}|=|vec{A}+vec{B}| )

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a For the equation vecA vecB vecA vecB to hold true the two vectors vecA and vecB must have the foll...View the full answer

Principles And Practice Of Physics

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