Let A - det (A) = [4 for A = - If the matrix is invertible, use the equation A-1: A-¹ = 11. and evaluate the determinant of the matrix A. -1 5 a b [ 1 C d indicate that using the checkbox. NOTE: Write the elements of the matriz exactly. ? det (A) [ d -b -C a to find its inverse. If the matrix is not invertible, A is not invertible.

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter11: Matrices And Determinants
Section11.CT: Chapter Test
Problem 18CT: TEST Only one of the following matrix has an inverse. Find the determinant of each matrix, and use...
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Let A -
det (A) =
4
1 31
-1 5
for A
If the matrix is invertible, use the equation A-¹ = deut[=]
b
=[ d] to
indicate that using the checkbox.
NOTE: Write the elements of the matriz exactly.
A-¹ =
and evaluate the determinant of the matrix A.
(??)
det(A)
to find its inverse. If the matrix is not invertible,
A is not invertible.
Transcribed Image Text:Let A - det (A) = 4 1 31 -1 5 for A If the matrix is invertible, use the equation A-¹ = deut[=] b =[ d] to indicate that using the checkbox. NOTE: Write the elements of the matriz exactly. A-¹ = and evaluate the determinant of the matrix A. (??) det(A) to find its inverse. If the matrix is not invertible, A is not invertible.
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