Tuesday, 21 April 2015

Solve the first-order differential equation


Given


when the first order linear ordinary differential equation has the form of



then the general solution is,



so,



=>


=>


=> --------(1)




on comparing both we get,



so on solving with the above general solution we get:


y(x)=



Given


when the first order linear ordinary differential equation has the form of



then the general solution is,



so,



=>


=>


=> --------(1)




on comparing both we get,



so on solving with the above general solution we get:


y(x)=


=


first we shall solve


 


When then is undefined , so  



so


proceeding further, we get


y(x) =


=


=


=




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