Hint: Applying the orthogonalization process to solution basis vectors and radius-vector for M, derive an orthogonal basis, and obtain the orthogonal component and use its length. Find p(L, M) where L is a subspace definedby the solutions of the below SLAE:X33x4X1X2-2x17x32х4X2+-2x112x310x4-3x1+2x2+8x3X4and M=(1 0 1 -1)*.You can use code provided on the slides to automate your calculations. Please enter anumeric value rounding your answer to the nearest hundredth.+ + ++

Given : M=(1 0 1 - 1)T p(L,M) Now the given system of linear equations can be written in the…

Answered: 3x4 %3D X1 X2 X3 -2x1 + 7x3 2x4 X2 12x3…

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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Hint: Applying the orthogonalization process to solution basis vectors and radius-vector for M, derive an orthogonal basis, and obtain the orthogonal component and use its length.

Find p(L, M) where L is a subspace defined
by the solutions of the below SLAE:
X3
3x4
X1
X2
-2x1
7x3
2х4
X2
+
-2x1
12x3
10x4
-3x1
+
2x2
+
8x3
X4
and M=(1 0 1 -1)*.You can use code provided on the slides to automate your calculations. Please enter a
numeric value rounding your answer to the nearest hundredth.
+ + +
+

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