Question: Find all initial conditions such that (x2 4x)y' = (2x 4)y has no solution, precisely one solution, and more than one solution.

Find all initial conditions such that (x2 – 4x)y' = (2x – 4)y has no solution, precisely one solution, and more than one solution.

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By separation and integration dy y x 4x 2x 4 dx Taking exponents gives the g... View full answer

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