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Complex roots always occur in conjugate pairs Aui. A complex conjugate pair gives rise to solutions y (t) = et cos ut and y2(t)

Complex roots always occur in conjugate pairs Aui. A complex conjugate pair gives rise to solutions y (t) = et cos ut and y2(t) = et sin ut. What is the fundamental solution set in this case? Be sure to verify that the solutions in your fundamental set are linearly independent.

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