Find a fundemental set of solution vectors of the system x'= Ax where A is the given matrix: 4 -5 A= 2 -3 and find the solution that satisfies the initial condition: -3 x(0) = - 1 a) O x(t)= 5 2t e 2 4 1 b) О x()- 1 -2t e 2 1 2 e 3 1 21 c) O x(1)= 2 2 5 2 -2t 4 d) O x(t)= e e 2 -2 4 21 e) O x(1)= e' 5 -3 f) O None of the above.
Find a fundemental set of solution vectors of the system x'= Ax where A is the given matrix: 4 -5 A= 2 -3 and find the solution that satisfies the initial condition: -3 x(0) = - 1 a) O x(t)= 5 2t e 2 4 1 b) О x()- 1 -2t e 2 1 2 e 3 1 21 c) O x(1)= 2 2 5 2 -2t 4 d) O x(t)= e e 2 -2 4 21 e) O x(1)= e' 5 -3 f) O None of the above.
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter2: Matrices
Section2.3: The Inverse Of A Matrix
Problem 80E
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