🔵12 - Exact Differential Equations (Solving Exact Differential Equations) 

nah ,ive watched all the videos on differential ,this is straight to the point, the best

Really I don’t know how should I thank you , you are the best tutor ever please do post more videos , you make my life easier I felt that I can’t solve the exact equations and started to get depressed by checking other tutors videos , but once I see yours ohhhh my god too easy , others make it too difficult!!!!

Thanks aloot sir🙏🏽. You made it very clear not like my lecture going around the bush and bringing in new stuff everytime you ask a question 😥. Thanks alot🙏🏽🙏🏽🙏🏽

I have been searching for exact differential videos on RU-vid and all I found was not explaining enough. But your video actually explained it to me more than I expected. Thank you very much

The best video on youtube on exact D.E.You have literally saved my final.TYSM. Suggestion : Using a black background would be better for those who need subtitiles.

Thanks so much! Really cleared the whole concept!

Teaching is a 😢gift and teachers are gifted to students.

And my lecturer was confusing the whole class with nonsense.. I can't thank you enough dude 🎉🎉

Watching this literally 20 minutes before I go to take my exam and it finally makes sense...lol thank you!!

please can it also b in the form M(x,y)dx - N(x,y) = 0 or is always positive(the sign)

straight to the point .😇 thank you

Please I used this approach to solve a question but I want to know in a situation where the coefficients of the common function are not the same how do you go about it? ie when merging integrals of Mx and Ny.

Okay, question here. Why to merge the two functions and write each only once?

Good video, simple and easy. But please i also thought of that same question @Felicty asked. I don't have any example though but I will like to see conclusion on that when anyone finds out.

Thank you very much for the video, but i will like to ask, incase you are merging, and you find your answer in both Mx and Ny but with different operational signs how will u go about that.

Thanks bro! Even a kindergartner will understand 🙌

❤thank you so much

You gained a follower for this video ✅️

Beautiful tutoring

Sir if the exact is in this form M(x, y) dx - N(x, y) dy = 0 can the solution be dϕ(x, y) = ∫ M(x, y) dx - ∫ N(x, y) dy

bro is saving my midterm🫡🫡🫡🫡🫡

Thank you. Followed.

This is lucid, Sir.

Thank you 👍

great man

Bro thanks 👍

👍👍🥰

Determine the most general function M and N such that the equations M(x,y)dx + (2xy³-x⁴y)dy is exact.