Ohhhh my God many thanks for this marvellous and helpful explanation I have spent two hours with my lecturer with no benefit of understanding any single word you are amazing
Tysm for the video. I had trouble understanding the cases when the d.e. is not exact. Your simplicity of teaching really made me understand this concept and helped me to solve problems :)
This is an excellent video. I was looking for straightforward and clear explanations on how to find integrating factors for non-exact equations and you delivered. Thank you so much.
Hi Sir, please where can we access the textbook you use for your differential equation lectures? Want to try out more examples. Thank you. You are doing great
I believed that when we are integrating in order to find the general solution we are supposed to integrate M and add the integral of N considering only the terms of N free from x ??🤔🤔
how would you know whether to divide by N or by M, becasue in the explanation you divided by M but in the example you divided by N. Is it just intuition and hope it simplifies?
You need to test for both, mine you. If you get a function of X alone, case 1 is cool. If it turns out not to be so, You test for case two. So you need to check for case 1 and or for case 2
you are most welcome. keep watching for more and kindly suggest this playlist to your friends to watch as well ua-cam.com/play/PLInywrvFyvq408vWA5OYXShA6rlT51TdS.html
imagine if this kind of quetion apear in the exams of multiple choice , it would consume all of our time , is there a shorter way to easily identify the nature of the quetions ?
No please there is no shorter way. I took my time to explain so you can understand. But ones you do, solving other questions becomes relatively easier and consumes less time
make this one exact: (x^2-y^2)dx+(x^2-2xy)dy=0, using an integrating factor. try it and have a laugh when you get it. it is challenging but can be done. Think substitution, then integrating factor w.r.t the substitution.😂
Ohhhh my God many thanks for this marvellous and helpful explanation I have spent two hours with my lecturer with no benefit of understanding any single word you are amazing
Thank you so so much. I really appreciate your comment. Keep watching for more, and may the God Lord bless you. Amen
Thank you. Well explained and easy-to-understand video!
Thanks so so much
Tysm for the video. I had trouble understanding the cases when the d.e. is not exact. Your simplicity of teaching really made me understand this concept and helped me to solve problems :)
Aww thanks so much
You explained it better than my lecturer..thank you soh much ..from south africa ❤
Nice, that's great. Keep watching for more...
Your lecture helpful for students
Thanks for your lessons.
You are greatly welcome
I really appreciate you have made me to understand non exact D.E may God add you more life on earth
Amen
Thank you so much, you are wonderful.
May GOD bless you
Amen, and thanks so much too
Nice explanation ❤
Wallahi this one was helpfull can't wait to share it with my friends🎉
Aww thanks so much
Hard to come by good videos for this kind of stuff, thank you!
Great
Best explanation so far, super easy to understand and you saved me a lot of time! :) thank you sooo much greetings from Austria
that's great, and i'm really happy for you. thanks for your comment. Which city do you stay?
@@SkanCityAcademy_SirJohn i study at the university of technology, Vienna. I’m having an exam in a few days and you are truly life saving!😊
That's great, best wishes in your exams
Which program do you read?
@@SkanCityAcademy_SirJohn mechanical engineering
Thank you ❤❤❤❤
You are most welcome
Great sir
Extremely Thankful! Topic was well explained.
You are most welcome. Keep watching for more
Fantastic explanation! Thank you!
Most welcome
You are very good 🙌🏻
Thanks so so much
The G.O.A.T ❤
Thank you so much! My lecture was useless and just skipped over this and it is very hard if you have no clue what this means. Blessings to you !
Thanks so much
This is an excellent video. I was looking for straightforward and clear explanations on how to find integrating factors for non-exact equations and you delivered. Thank you so much.
Aww you are most welcome.
Where do you watch from please?
@@SkanCityAcademy_SirJohn The U.S!
Thanks man
Thank you great videos
you are most welcome
Well explained thatnk you❤
You are most welcome
Thank you so much sir🎉
You are most welcome
Hi Sir, please where can we access the textbook you use for your differential equation lectures? Want to try out more examples. Thank you. You are doing great
You are most welcome
Download Allan Jeffery Linear Algebra and Ordinary Diff equ
thank you so much !
You are most welcome.
Wow this is very understandable 😍🥺💎 🇷🇼🇷🇼
Thanks so so much.
Very nice
Thanks so much
I am from India
That's great. Thanks for watching.
Which program do you read?
I believed that when we are integrating in order to find the general solution we are supposed to integrate M and add the integral of N considering only the terms of N free from x ??🤔🤔
thank you so much for this video
Awww you are most welcome
Thanks for sharing
you are most welcome, and thanks for watching
Also what happin when both case are true? at 5:49
just use one of them, in fact the one that can be simplified easily
What happens if these two cases don't occur ?
Well I guess they always need to occur, if not, then you can't solve using this approach
how would you know whether to divide by N or by M, becasue in the explanation you divided by M but in the example you divided by N. Is it just intuition and hope it simplifies?
You need to test for both, mine you.
If you get a function of X alone, case 1 is cool. If it turns out not to be so,
You test for case two.
So you need to check for case 1 and or for case 2
Iam from South Sudan
Oh great, thanks so much for watching
Amazing thnx a lot 💕
You are most welcome, Abeer
Thank youuu!
you are most welcome. keep watching for more and kindly suggest this playlist to your friends to watch as well ua-cam.com/play/PLInywrvFyvq408vWA5OYXShA6rlT51TdS.html
Hi sir , for ndx should be 0 cause x term is present in N as
N=2yx-¹
x become 1 so answer will be 2y to the power of -1
but the X is present in the Ndx term na ? And also replicates in the answer also .
And we should be taking the terms in N which are totally free from X before any integration is done on Ndx?
This I wanted to say
What if it fails both cases?
Then kindly check your calculation, else confirm if the D.e is of non-exact type
beautiful
Where do you watch from?
Mwatilowetsa muchimangatu
💯❤
Lets talk
Am here in uganda
😊
imagine if this kind of quetion apear in the exams of multiple choice , it would consume all of our time , is there a shorter way to easily identify the nature of the quetions ?
No please there is no shorter way. I took my time to explain so you can understand. But ones you do, solving other questions becomes relatively easier and consumes less time
king
Kindly describe what you mean
make this one exact: (x^2-y^2)dx+(x^2-2xy)dy=0, using an integrating factor. try it and have a laugh when you get it. it is challenging but can be done. Think substitution, then integrating factor w.r.t the substitution.😂
😂😂😂
It can't be solved unless you substitute X'2 by Y'2.
In N
If I am wrong correct me please
Case 2 solution please i am trying but I am unable to find pure function of y.
Mmm what's the problem, where do you have the challenge
Mmmmmmmmm
Thank you so much❤
you are most welcome
Thank you so much 🙇♀️🙇♀️
You are most welcome