Answer :

we have given a differential equation

It can be written as:

Now, It is a form of the linear differential equation in the form,

When comparing the equation (i) with a linear differential equation, we get

and

Since, The solution of the Linear differential equation is

I.F =

And,

I.F × y

So, The solution for the given linear differential equation is

I.F

I.F

I.F

I.F =

The solution is

I.F × y

dx

**Hence, The solution of the given differential equation is**

Rate this question :

Integrating factor of the differential equation is:

Mathematics - ExemplarSolve the following differential equation:

Mathematics - Board Papers

Solve the following differential equations:

RD Sharma - Volume 2

Solve the following differential equations:

RD Sharma - Volume 2

Solve the following differential equations:

RD Sharma - Volume 2

Solve the following differential equations:

RD Sharma - Volume 2

Solve the following differential equations:

(x + tan y)dy = sin 2y dx

RD Sharma - Volume 2Solve the following differential equation:

Mathematics - Board PapersSolve the following differential equations:

RD Sharma - Volume 2