Suppose we wish to compute the determinant of 7 -20 -97 -6 -3 5 5 A = 2 0 by cofactor expansion on row 2. What is that expansion? det(A) = And what is the value of that determinant? 3

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter4: Eigenvalues And Eigenvectors
Section4.2: Determinants
Problem 19EQ
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Suppose we wish to compute the determinant of
[7
-20 -9
A = 2
-6 -3
5
5
by cofactor expansion on row 2. What is that expansion?
det(A)
=
And what is the value of that determinant?
Transcribed Image Text:Suppose we wish to compute the determinant of [7 -20 -9 A = 2 -6 -3 5 5 by cofactor expansion on row 2. What is that expansion? det(A) = And what is the value of that determinant?
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The last part of the calculation is incorrect. Please give me the correct answer.

by cofactor expansion on row 2. What is that expansion?
det (A) -2
=
-20
5
-9
LO
5
And what is the value of that determinant? 5
-6
7
-9
5
+
3
7
0
-9
5
Transcribed Image Text:by cofactor expansion on row 2. What is that expansion? det (A) -2 = -20 5 -9 LO 5 And what is the value of that determinant? 5 -6 7 -9 5 + 3 7 0 -9 5
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