By Cramer's Rule of determinants we know that we can solve the system of equations -6x y = 9 -3x 5y for x and y via, for some matrices A, M₁, M₂. (a) The matrix A above is: (b) The matrix M₁ above is: 31 (c) The matrix M₂ above is: (d) det A (e) det M₁ (f) detM₂ (g) x = 38 = = X = det M₁ det A 3 = 18 and y det M2 det A

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
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Chapter11: Matrices And Determinants
Section11.CR: Chapter Review
Problem 11CC
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By Cramer's Rule of determinants we know that we can solve the system of equations
-6x
y = 9
-3x
5y
for x and y via,
for some matrices A, M₁, M₂.
(a) The matrix A above is:
(b) The matrix M₁ above is:
31
(c) The matrix M₂ above is:
(d) det A
(e) det M₁
(f) detM₂
(g) x =
38
=
=
X =
det M₁
det A
3
= 18
and y
det M2
det A
Transcribed Image Text:By Cramer's Rule of determinants we know that we can solve the system of equations -6x y = 9 -3x 5y for x and y via, for some matrices A, M₁, M₂. (a) The matrix A above is: (b) The matrix M₁ above is: 31 (c) The matrix M₂ above is: (d) det A (e) det M₁ (f) detM₂ (g) x = 38 = = X = det M₁ det A 3 = 18 and y det M2 det A
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