(a) Let 3 S = -2 V1 = 9 V2 = -5 13 Find vectors = In U2 = in R? such that S is the transition matrix from {v1, v2} to {u1, u2}. (b) Let Pa be the vectors space of all

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter5: Orthogonality
Section5.4: Orthogonal Diagonalization Of Symmetric Matrices
Problem 26EQ
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b b M
"O © 56%
14:13
webwork.yeditepe.edu.tr
26
(a) Let
-2
S =
V1 =
V2 =
-5 13
Find vectors
= In
U2 =
in R? such that S is the transition matrix
from {v1, v2} to {u1, u2}.
(b) Let P, be the vectors space of all
polynomials of degree less than four. Find the
transition matrix A representing the change
of basis from the ordered basis
{-2, — 4г, — 12а?, 1523}
to
{1,1+ x, 1+ x + x²,1+ x+ x² + x³ }.
A =
İngilizce
Türkçe
Transcribed Image Text:b b M "O © 56% 14:13 webwork.yeditepe.edu.tr 26 (a) Let -2 S = V1 = V2 = -5 13 Find vectors = In U2 = in R? such that S is the transition matrix from {v1, v2} to {u1, u2}. (b) Let P, be the vectors space of all polynomials of degree less than four. Find the transition matrix A representing the change of basis from the ordered basis {-2, — 4г, — 12а?, 1523} to {1,1+ x, 1+ x + x²,1+ x+ x² + x³ }. A = İngilizce Türkçe
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