Get solution: Find an ODE (1) for which the given functions are solutions. Show linear
Chapter 2, Problem 2.1.128(choose chapter or problem)
Find an ODE (1) for which the given functions are solutions. Show linear independence (a) by considering quotients, (b) by Theorem 2.
\(e^{-k x} \cos \pi x, e^{-k x} \sin \pi x\)
Text Transcription:
e^-kx cos pi x, e^-kx sin pi x
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