Question: Please write every step and explain each in words ! A first-order differential equation is homogenous if it can be written in the form for

Please write every step and explain each in words !

A first-order differential equation is homogenous if it can be written in the form for 0 where f is a function of a single variable. If y = y(x) is a solution to a first-order homogenous differential equation, define u = u(x) = a) Find a separable differential equation that is satisfied by the function u. b) Use your answer to part a) to solve if y(l) = O

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