1 Find a fundamental matrix of the following system, and then apply x(t) = Þ(t)Þ(0)¯ ¹x。 to find a solution satisfying the initial conditions. - 6 36 Ο Α. Φ(t) = Find a fundamental matrix for the given system. Select the correct answer below. Β. Φ(t) = Ο c. Φ(t) = -2] 6 D. Φ(t) = |X, X(0) = - 6t 6e -2e⁰ 6t - 6t 6 + 2t - 2e - 6t 6e 6 cos 6t 2 sin 6t - 2 cos 6t - 6 sin 6t 2 sin 6t+ 6 cos 6t - 6t 1 - 2e 1+ 2t -6-2e-6t 2 cos 6t - 2 sin 6t 6 cos 6t+ 6 sin 6t 6 cos 6t+ 6 sin 6t Find a solution satisfying the given initial condition. x(t) = (Use integers or fractions for any numbers in the expression.)
1 Find a fundamental matrix of the following system, and then apply x(t) = Þ(t)Þ(0)¯ ¹x。 to find a solution satisfying the initial conditions. - 6 36 Ο Α. Φ(t) = Find a fundamental matrix for the given system. Select the correct answer below. Β. Φ(t) = Ο c. Φ(t) = -2] 6 D. Φ(t) = |X, X(0) = - 6t 6e -2e⁰ 6t - 6t 6 + 2t - 2e - 6t 6e 6 cos 6t 2 sin 6t - 2 cos 6t - 6 sin 6t 2 sin 6t+ 6 cos 6t - 6t 1 - 2e 1+ 2t -6-2e-6t 2 cos 6t - 2 sin 6t 6 cos 6t+ 6 sin 6t 6 cos 6t+ 6 sin 6t Find a solution satisfying the given initial condition. x(t) = (Use integers or fractions for any numbers in the expression.)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.7: The Inverse Of A Matrix
Problem 30E
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