Let v (t) = [€ 0 -30-21], $(t) = [ 30-2 1] -9e-2t a. Verify that the matrix (t) is a fundamental matrix of the given linear system. b. Determine a constant matrix C such that the given matrix Î(t) can be represented as Î(t) = V(t)C. c. The determinant of the matrix C is simply a solution matrix _175₁ ÿ, C = " which is zero Therefore, the matrix (t) is

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