Differential Equations | Homogeneous System of Linear Differential Equations Example 3

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We solve a homogeneous system of linear differential equations with constant coefficients using the matrix exponential. In this case the associated matrix is 2x2 and has complex conjugate eigenvalues.

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Good old days in my differential equations course... Once I learned to use software like Mathematica, I never had to think about these again!

bayareapianist
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Watching your video is my great enjoyment.

saint
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I am confused, I worked out that the corresponding eigen vectors must be (5 - 8+i)T and its conjugate. Why 13 in the eigen vector?

Behroozifyable
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Don't get me wrong I liked the video.

Behroozifyable