(d) Perform the following operations: 1. 7x [B] 2. [1] x [B], where [] is an identity matrix of same dimension as [B] 3. [E] x [E], where superscript T means transpose matrix.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.2: Direct Methods For Solving Linear Systems
Problem 22EQ: Consider the matrix A=[2314]. Show that any of the three types of elementary row operations can be...
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Solve d part only
8.2 A number of matrices are defined as
4 5
4 3 77
[]
2 [B] 1 2 6
6
204
[A] =
(C)=
15 6
[E]= 7 1 3
406
[F]
[D] =
4
[2133]
5
=[²1] LGJ=18 6 41
(a) What are the dimensions of the matrices?
(b) Identify the square, column, and row matrices.
(c) What are the values of the elements: a12, b23, 32, e
f12-812?
(d) Perform the following operations:
1. 7x [B]
2. [1] x [B], where [] is an identity matrix of same dimension as [B]
3. [E] x [E], where superscript T means transpose matrix.
Transcribed Image Text:8.2 A number of matrices are defined as 4 5 4 3 77 [] 2 [B] 1 2 6 6 204 [A] = (C)= 15 6 [E]= 7 1 3 406 [F] [D] = 4 [2133] 5 =[²1] LGJ=18 6 41 (a) What are the dimensions of the matrices? (b) Identify the square, column, and row matrices. (c) What are the values of the elements: a12, b23, 32, e f12-812? (d) Perform the following operations: 1. 7x [B] 2. [1] x [B], where [] is an identity matrix of same dimension as [B] 3. [E] x [E], where superscript T means transpose matrix.
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