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  • Solve the differential equation Differential Equations Miscellaneous Exercise 12.

Q12.    Solve the differential equation \left[\frac{e^{-2\sqrt x}}{\sqrt x} - \frac{y}{\sqrt x} \right ]\frac{dx}{dy} = 1\; \ (x\neq 0).

Answers (1)

best_answer

Given,

\left[\frac{e^{-2\sqrt x}}{\sqrt x} - \frac{y}{\sqrt x} \right ]\frac{dx}{dy} = 1

This is equation is in the form of  

 p =   and Q = 

Now, I.F. = 

We know that the solution of the given differential equation is:

 y(I.F.) = \int(Q\timesI.F.)dx + C

Posted by

HARSH KANKARIA

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