In each of the following cases, compute a basis matrix for the null space of the matrix A and express the points x; as x; = Pi +qi where p; is in the null space of A and q; is in the range space of A'. -2) 4 A = (1 1 1 1), x1 = X2 = %3D -13 -2 1

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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2.1. In each of the following cases, compute a basis matrix for the null space of the matrix
A and express the points X; as x; = Pi +q; where p; is in the null space of A and q;
is in the range space of A’.
(ii)
-2
A = (1 1 1 1), x =
X2 =
6.
-13
-2.
1.
75
4.
Transcribed Image Text:Exercises 2.1. In each of the following cases, compute a basis matrix for the null space of the matrix A and express the points X; as x; = Pi +q; where p; is in the null space of A and q; is in the range space of A’. (ii) -2 A = (1 1 1 1), x = X2 = 6. -13 -2. 1. 75 4.
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