College Algebra
College Algebra
1st Edition
ISBN: 9781938168383
Author: Jay Abramson
Publisher: OpenStax
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Question
Let
=
,
-2
X(t) = [ 6°
2t
e
-3e
-2t
X(t)=
2e-2t
-6e-
-2t
9].
Verify that the matrix ✗(t) is a fundamental matrix of the given linear system.
Determine a constant matrix C such that the given matrix Ŷ (t) can be represented as Ŷ(t) = X(t)C.
C =
help (matrices)
The determinant of the matrix C is help (numbers)
which is Choose . Therefore, the matrix ✗(t) is Choose
Book: Section 3.3 of Notes on Diffy Qs
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Transcribed Image Text:Let = , -2 X(t) = [ 6° 2t e -3e -2t X(t)= 2e-2t -6e- -2t 9]. Verify that the matrix ✗(t) is a fundamental matrix of the given linear system. Determine a constant matrix C such that the given matrix Ŷ (t) can be represented as Ŷ(t) = X(t)C. C = help (matrices) The determinant of the matrix C is help (numbers) which is Choose . Therefore, the matrix ✗(t) is Choose Book: Section 3.3 of Notes on Diffy Qs
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