21 Let k,m:R² → R² be linear maps and M(m) =| 32 51 43 respectively. Then the matrix assoiated with the linear map k is: M (mok) = A. (19) B. 6 O" (C) 7 3 [09 (112) OC. 13 7 17 10 D. 14 5 (1) 23 9 E. 7 -3 1 2 - and be the matrices associated with m and mok

Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
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Chapter6: Linear Transformations
Section6.3: Matrices For Linear Transformations
Problem 44E: Let T:P2P4 be the linear transformation T(p)=x2p. Find the matrix for T relative to the bases...
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Let k,m:R² → R² be linear maps and M(m) =|
51
43
respectively. Then the matrix assoiated with the linear map k is:
M (mok) =
A.
1
O*(!)
B.
6
°*($;)
7
-
3
13
(1/7 70 )
10
OC.
D.
E.
14 5
23 9
7
-
-3
(32)
-
1 2
and
be the matrices associated with m and mok
Transcribed Image Text:Let k,m:R² → R² be linear maps and M(m) =| 51 43 respectively. Then the matrix assoiated with the linear map k is: M (mok) = A. 1 O*(!) B. 6 °*($;) 7 - 3 13 (1/7 70 ) 10 OC. D. E. 14 5 23 9 7 - -3 (32) - 1 2 and be the matrices associated with m and mok
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