T: P3 → P3 such that T(p(t)) = tpilt). Consider the following 2 bases for P3 3= { 1, 1, 1², +³3 and C= and C = {2, 2-1, 5-4+++² 6+²+3+²% Mis the matrix for I relative to the basis B for the domain and the basis C for the codomain 3. M=T8 -1/1 [ & O Use M to find the C- coordinates of TC17 ++++²=+3 -9 24

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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T: P3 → P3 such that T(p(t)) = tp/lt).
Consider the following 2 bases for P3
B = { 1, +₂ 1²3 453 and C = { 2, 2-1, 5-4+1+1², 6+²+31²3²
Mis the matrix for T relative to the basis B for the domain and the
basis C for the codomain
3
-9
M-T8
Use M to find the C- coordinates of T(17 +++1²_+3)
cs Scanned with CamScanner
Transcribed Image Text:T: P3 → P3 such that T(p(t)) = tp/lt). Consider the following 2 bases for P3 B = { 1, +₂ 1²3 453 and C = { 2, 2-1, 5-4+1+1², 6+²+31²3² Mis the matrix for T relative to the basis B for the domain and the basis C for the codomain 3 -9 M-T8 Use M to find the C- coordinates of T(17 +++1²_+3) cs Scanned with CamScanner
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