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jngonzo1226
jngonzo1226
19.09.2021 • 
Mathematics

In applications, most initial value problems will have a unique solution. In fact, the existence of unique solutions is so important that there is a theorem about the existence and uniqueness of a solution. Consider the initial value problem =f(x,y), y(x) = yo. If and are continuous functions in some rectangle R= {(x,y):a Required:
Use the method of separation of variables to find the solution to dy/dx =y^1/3

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