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Repeat Exercise 7 for the data in Exercise 2

$y _ { 1 } = - 0.44 x _ { 1 } - 0.9 x _ { 2 }$variance percentage: 92.8$\%$

Algebra

Chapter 7

Symmetric Matrices and Quadratic Forms

Section 5

Applications to Image Processing and Statistics

Introduction to Matrices

Missouri State University

Campbell University

University of Michigan - Ann Arbor

Lectures

01:32

In mathematics, the absolu…

01:11

02:42

Repeat Exercise $7,$ but u…

02:13

Repeat Exercise 32 using $…

01:55

Repeat Exercise 81 using t…

02:26

Repeat Exercise 27 with $\…

01:21

Repeat Exercise 23 for the…

00:49

Repeat Exercise 63 for the…

00:32

Repeat Exercise 79 for $\f…

02:24

Repeat Exercise 97 using t…

01:16

For Exercises 7 through $1…

01:18

so to solve this problem, we need the largest. I give value. So from exercise full, we got doubts. It's a size four. We gods. That's the largest I give Aldo Waas Lambda worn equal to 21 points in 9 to 13 under an hour. You won't because we needed unit. I give value, I give it So was 0.44013 on zero points eights in 97934 So this implies that because we won't see one squared plus C two squirts because the one on this is the unit I give it already. So that's would walk. So it's implies that choice for why warn is why one equal to 0.44013 x one lost zero points. It's 97 It's nice. 7934 x two not gets the percentage to get the percentage off Variance in dot TSA explained by Why warn we do lumber worn divided by trees off s. This is 21.913 divided by the trip's off s. If you go back to the exercise two is 5.6 plus inning. So decision points in nine to its 69 When you multiply this by on journey of 92 points points, it's the 69% as a prostitute of envious, and the dots are explained by why one.

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