First Order DE Using Integrating Factor

Solving first order Differential Equation using integrating factor.
(for non separable DE)
Step 1: Identify P(x) & Q(x)
Step 2: Find the Integrating Factor
Step 3: Solve for y

[@adrianflores636]

I like the way you explained the step by step procedures of solving. Easy to understand. Highly recommended to students who have the hard time of learning it at school.

[@aswan7714]

Waalaikumussalam, you just made my life easier boss! thanks

[@levon2371]

Thank you so much .u really explained well and that was so good.

[@fatiswealth7865]

Amazing Video Sir!!! Thanks!!!

[@siphilipe]

Nicely explained. Thanks!

[@syazaniMN]

video ini sangat membantu, terima kasih sangat 😊

[@user-ti5sy7mu2u]

Thank you! This is very helpful. Love your accent btw :)

[@nabilabas7683]

Thank you very much. Really appreciate the comment. I am from Malaysia btw.

[@calebnainoca3130]

i was wondering where that accent was from. very helpful thanks. bula from fiji :)

[@jamilakhalid3384]

thank you sir!

[@shaqinuraisya1343]

thnks so much.. hopefully you will make other video.

[@nabilabas7683]

Sure, what other topic would you suggest? Thank you very much for the feedback btw.

[@gustavosedano294]

¿Why M is multiplying whiting the integral in rhe step 3? When you aplicate the integral to the multiplication factor he is cancel out whit the diferential, but the dx comes to multiplying Q.

[@gustavosedano294]

Sorry for my english.