Please help me solve no.1 of this exercise by transforming the given differential equation into exact differential equation.

Ya,it can be done this way

Thank you for this..

🙂

Ok Ma'am, now I got it...Thank you so much

ma'am, after this?how can I obtain the solution?

dear it's not fxn of x. if it would be fxn of x or some constant then it would be IF

Ma'am, that means we can't find the integrating factor here,right?

from rule no 3 it's not possible. i hv attached rule no 3 see thag

Ma'am, please solve it by rule 3 and send the solution...It is a question of HK DASS

Ok Sir,Thank you.

also it will be really helpful if you would send me the solution sir.

Ma'am, can you send the English version of it.

dear actually.....wait.....chandra sir sending uh i think

Ma'am, got the book but waiting for the solution of my sum

yes dear... actually m doing one more question on app so . dear m doing just 5 min

OK Ma'am.

Ma'am, could please send the answer. I have been waiting since long.

m literally sorry dear m doing give me a li'l time not too much li'l bit. m back with your solution

Ok Ma'am, waiting

Yes Sir,actually I am unable to find the Integrating factor in it

wait I'll try

Ok Sir

Yes Ma'am, it is not exact

it is not direct exact

We have to transform it

But Ma'am, I am unable to find the IF

yes

wait dear...if u transformed it then send

Ma'am, I am unable to transform since I am unable to find the Integrating factor

Ma'am, if you could send me the solution of this sum by finding the integrating factor please.

wait dear i m sending

Ok Ma'am