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Flory–Huggins Solution Theory

Author: Client Uploads
April 16th, 2021

9/10 questions covering topics listed below: will need to be done in two hours•    Separable equations•    Homogeneous first-order equations•    Exact equations•    Linear first-order equations•    Applications of first-order equations: exponential growth/decay, temperatureproblems, and dilution problems•    Theory of solutions of linear differential equations how to combine the general solution of the homogenous version with a particular solution to a non-homogeneous equation to obtain a general solution to the non-homogeneous equation. Also, Wronskians

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