zy a + For this actvity, find the matrix representation [7] for the linear transformation T: R³-R² defined by with respect to the ordered bases Script> 1 2 B = (860) <= {[P]-B]}- %I need help. I did the work and this is what I got: %T (U1) T([101]) [1+0; -2(1)] = [1; -2] 3 %T (U2) = T([0-3 2])= [0+(-3); -2(2)][-3; -4] 4 %T (U3) = T([4 1 0])= [4+1; 2(0)] = [5; 0] 5| 6 %I just need help creating the matrix D 7 Save C Reset 8 %Create the augmented matrix D, whose columns are the ordered basis of C followed 9%by the image of the ordered basis of B. 10 D= [] 11 12 %Row reduce the augmented matrix to get [I | T_BtoC]. Store the transformation 13 %matrix in T_BtoC. 14 temp rref (D) MATLAB Documentation 5:56 PM
zy a + For this actvity, find the matrix representation [7] for the linear transformation T: R³-R² defined by with respect to the ordered bases Script> 1 2 B = (860) <= {[P]-B]}- %I need help. I did the work and this is what I got: %T (U1) T([101]) [1+0; -2(1)] = [1; -2] 3 %T (U2) = T([0-3 2])= [0+(-3); -2(2)][-3; -4] 4 %T (U3) = T([4 1 0])= [4+1; 2(0)] = [5; 0] 5| 6 %I just need help creating the matrix D 7 Save C Reset 8 %Create the augmented matrix D, whose columns are the ordered basis of C followed 9%by the image of the ordered basis of B. 10 D= [] 11 12 %Row reduce the augmented matrix to get [I | T_BtoC]. Store the transformation 13 %matrix in T_BtoC. 14 temp rref (D) MATLAB Documentation 5:56 PM
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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I need help with creating matrix D
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For this actvity, find the matrix representation [T] for the linear transformation 7 : R³ → R² defined by
B =
Script>
x₁
with respect to the ordered bases
zy Section 5.8 - MAT 350: Linear Algebra
-2x3
-{0·8·0) --CO)
=
= {B}.B]}·
1 %I need help. I did the work and this is what I got:
2 %T (U1) = T([1 0 1]) = [1+0; -2(1)] = [1; -2]
3 %T (U2) = T([0-3 2]) = [0+(-3); -2(2)] = [-3; -4]
4 %T (U3) = T([4 1 0]) = [4+1; 2(0)] = [5; 0]
5|
6 %I just need help creating the matrix D
7
8 %Create the augmented matrix D, whose columns are the ordered basis of C followed
9 %by the image of the ordered basis of B.
10 D = []
발
11
12 %Row reduce the augmented matrix to get [I | T_BtoC]. Store the transformation
13 %matrix in T_BtoC.
14 temp = rref (D)
Save C Reset
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8/17/2022](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F013bf2f1-c3b3-4d22-8774-5549e42c5dda%2Fbde84f8e-23d9-4d2d-8f3d-f8e255db762d%2F0g69z9i_processed.png&w=3840&q=75)
Transcribed Image Text:D2L
Uzy
Ơ
+
https://learn.zybooks.com/zybook/MAT-350-J6466-OL-TRAD-UG.22EW6/chapter/5/section/8
D2L Login Southern N...
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Type here to search
=zyBooks My library > MAT 350: Linear Algebra home > 5.8: MATLAB: Change of Bases
T
SNHU Bookstore
For this actvity, find the matrix representation [T] for the linear transformation 7 : R³ → R² defined by
B =
Script>
x₁
with respect to the ordered bases
zy Section 5.8 - MAT 350: Linear Algebra
-2x3
-{0·8·0) --CO)
=
= {B}.B]}·
1 %I need help. I did the work and this is what I got:
2 %T (U1) = T([1 0 1]) = [1+0; -2(1)] = [1; -2]
3 %T (U2) = T([0-3 2]) = [0+(-3); -2(2)] = [-3; -4]
4 %T (U3) = T([4 1 0]) = [4+1; 2(0)] = [5; 0]
5|
6 %I just need help creating the matrix D
7
8 %Create the augmented matrix D, whose columns are the ordered basis of C followed
9 %by the image of the ordered basis of B.
10 D = []
발
11
12 %Row reduce the augmented matrix to get [I | T_BtoC]. Store the transformation
13 %matrix in T_BtoC.
14 temp = rref (D)
Save C Reset
EPIC
GAMES
O
zyBooks catalog
MATLAB Documentation
89°F
{"
? Help/FAQ
T
Bo
Other favorites
Michael Pagano
X
5:56 PM
8/17/2022
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