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Find the singular values of the matrices.$\left[\begin{array}{ll}{2} & {3} \\ {0} & {2}\end{array}\right]$

Therefore the eigen values of the matrix $A^{T} A$ are $16,1$

Algebra

Chapter 7

Symmetric Matrices and Quadratic Forms

Section 4

The Singular Value Decomposition

Introduction to Matrices

Campbell University

Oregon State University

Harvey Mudd College

Baylor University

Lectures

01:32

In mathematics, the absolu…

01:11

02:53

Find the singular values o…

00:53

00:42

Find values of $x$ and $y,…

01:03

00:28

01:48

Find the following matrice…

01:44

Find the values of $a$ and…

02:36

01:21

Finding the Product of Two…

Okay, So this properly conceived there on the fuller geometrics, a chance post times a witches. 466 13. And we can see that the idea of variables off this matrix determinant off a transpose times a minus loved I equals zero, which is the characteristic equation off this matrix and that gives us for minors loving that Holmes. 13 miners loved up miners. 36 equals zero. And then this quadratic equation gives us two solutions. Linda one equals 2 16 and the Lambda Tweak owes to one. So this are the Eigen values off this agents post time sale. So the singular value, singular values off a our stigma Wearing closed toe four in the Sigma Tau equals to one which are the square root off Lambda one in the lab.

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