Verify Theorem 3 32 by finding the matrix of S ordm T (a) By direct substitution (b) By matrix multiplication of S T X1 4y1 2y2 , , , T X2 2 , 2 2...

a So by direct substitution we identify the matrix of S T as b ...

Verify Theorem 3.32 by finding the matrix of S º T (a) By direct substitution (b) By

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Verify Theorem 3.32 by finding the matrix of S º T

(a) By direct substitution

(b) By matrix multiplication of [S][T].

X1 [ 4y1 – 2y2 — У + Ут х, + х, — х, T X2 2х — х, + хз. У2 У2 Хз

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Linear Algebra A Modern Introduction

ISBN: 978-0538735452

3rd edition

Authors: David Poole

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Question Posted: Nov 05, 2018 04:10 AM

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Verify Theorem 3.32 by finding the matrix of S º T (a) By direct substitution (b) By matrix multiplication of [S][T]. 2 X + X1 1 X, + , . S y2 2 |T + . X, + -.
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Verify Theorem 3.32 by finding the matrix of S º T (a) By direct substitution (b) By

Question:

X1 [ 4y1 – 2y2 — У + Ут х, + х, — х, T X2 2х — х, + хз. У2 У2 Хз

Step by Step Answer:

a So by direct substitution we identify the matrix of S T as b ...View the full answer

Linear Algebra A Modern Introduction

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