Rules For Finding Integrating Factor (Non Exact Differential Equations)

[@forceslovers3776]

for clear voice and reasonable examples... thanks a lot mam😍

[@mustafaahsan874]

I AM GRATEFUL TO LEARN FROM THIS CHANNEL. IT HELPED ME MASSIVELY DURING EXAMS.

[@cutemujtaba2609]

Wadi mehrbani mam Mola abad rakhe best explanation ❤❤❤

[@bikashkar-k9s]

Thank you ma'am for your great vdo it helps me alot and your teaching is very understood able 🥰🥰🥰🥰🥰🥰

[@mathematical_problem7365]

Ma'am apki method boht outstanding yar. Wasy method say ziada apki awaz mujhe achi lagti hai. Really.

[@danishmehboob3883]

Very helpful video. Very good way of interpretation.

[@Tega-eq9fj]

May God bless all Indians for their massive help in the online self education sector 🙏🏾

[@muhammadmuneeb3318]

thank u sooo much ma`am . it is really very helpful

[@mahbubabegum5461]

Thank u so much medam .my doubt is clear

[@prabhjotkaur4495]

Nice explanation☄....thankyou for helping😇

[@rupammondal8008]

You are complicating in order to find the solution of exact differential equation, It could be easy if you use int(M)dx+int(N)dy=c where in M all the y are constant and in N all the x terms are zero... all though a very nice explaination

[@usamamehmoodkayani1911]

Very good video 👍👍👍👌👌👌 thanks alot and keep it up mam

[@PuneetKumar-mo7eu]

Nice teaching way ....👍👍

[@shobhitjatavjatav1082]

Thanks mam but hme ye kese pta chlega ki kon sa rule kha lgana h

[@QuranTilwatAndTranslation]

Thanks Maam it helped me alot to understand such a tough topic on ODEs.

[@ebadatkhan186]

Reading krny ka shukria 🙄

[@rajubale5627]

The first 3 rules should be applied to every question of MDX+NDY until it's a function of x or y. So isn't it time consuming process?? Is there any trick to know which rule is applicable to a particular question!

[@fazalshaik8399]

Have u found it?

[@hasansaleem4983]

yes it is time consuming

[@bbpapu23]

Which term seems less will be in denominator..

[@TechnoHorrorz.]

4 rules for y 3 rules for x function 2 rules for function which have y and x in multiplication and 1 is applicable for every one

[@ram_2016]

Very nice mam

[@robelmichaelrobel4883]

I really appreciate it 👍

[@indianscience2529]

Tq mam for making this video

[@awazaarlog]

I likes when you say "right"

[@atifbashir9661]

Yeh comment krna zarori tha kia me ab lecture par focus nhi kar paa raha 😅

[@MontuMaths]

Nice

[@gkquestionsandanswers9352]

Thank you very much 👍👍

[@rayedbaghdadi1390]

Wonderful explanation

[@lalnunengacolney1711]

Thanks a lot,👍

[@Saqibumarbangash]

Thanks 👍👍

[@sanajmallick8817]

Bahot achha tha madam also helpful

[@rasuljonirkinov1076]

Thanks for good explanation !

[@manthurthiraju3314]

thank you very much ma'am

[@qwsaqwsa7612]

Please the answer of example 4 is ln(square.x +square y) to exponential 1/2_ arctan(x/y)
Thank you very much

[@Ashish...............]

Awesome👏✊👍 💐💐💐💐

[@awaismanzar7854]

Good

[@vishal0726]

Thanks..

[@ishwarisutar9580]

Thank you so much ma'am 😊

[@abhishekrana1384]

Very helpful

[@happylife9495]

Thanks a lot 😊

[@palashbundele535]

Thanks helped a lot ♥️

[@camilomuianga7865]

I'd like to see you proving sth... where are those formulas coming from?
The formula to find the integrant factors in that case.
The last one mainly.

[@muhammadhaseeb7024]

Thanks, it helped

[@fareehakhan7501]

Very helpful😙

[@Youthicon420]

NYC

[@aditit306]

Thanks a lot madam 🙏

[@sucharita2888]

Thanks ☺️

[@wasaybaig1705]

Kia baat hai ma’am. Buhat khoob MA. Allah aap ko is ka ajar de ameen.

[@SumitSharma-xv5sk]

@ formula foundation usindh suggest the book for practice of these type of problems?

[@kashishsadafal921]

ua-cam.com/video/J2la8FsmX24/v-deo.html
Watch this

[@NishaKumari-xm4mu]

Thanks you mam

[@goodmorning3851]

Thank you ma'am

[@UsmanAli-xj2jt]

Thanks, mam. You explain well.

[@dontreadmyusername6787]

Plot twist:she is not a man

[@UsmanAli-xj2jt]

@@dontreadmyusername6787 I couldn't get what you said? 🤔

[@fahad123zar9]

Thanks

[@spencerbeane3817]

Learned more in 7 minutes here than I did in hours of class

[@AbidHussain-sb4gi]

Thanks mam

[@rk2mixallin198]

Thanks mam🙏🏻🙏🏻🙏🏻

[@Slearning-br9xy]

In my book answer of questions 2 is different ?

[@nancymehra7435]

Thank you mam ...

[@kvbnmkkm145]

Nice effort, good questions.
But methods used are too lengthy, also 3rd answer is wrong...

[@kashishsadafal921]

ua-cam.com/video/J2la8FsmX24/v-deo.html
Refer to this

[@saimsiddiqui1544]

great

[@azizrehman4314]

zabardast

[@afaqahmad708]

Outstanding it's very helpful.

[@FormulaFoundationUsindh]

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[@awaisgohar7388]

alaka ta pe sa k mara

[@afaqahmad708]

@@awaisgohar7388 engineer ho harpane mola e arsa ba ezda kai ror miii.

[@awaisgohar7388]

@@afaqahmad708 Awo da khu da bas yo hal d 😁

[@afaqahmad708]

@@awaisgohar7388 Hhahahahah

[@tariqfarooq543]

Level and time saving, Love you, I wish you would be my ODE's instructor.

[@kashi.gujjarkashi.gujjar4239]

thanks mam for clearing the concept superb

[@leomessifans2992]

Mam why 1 is the function of x

[@thecherrydimensions.8751]

In Q1 while applying rule 2, you've written -2 instead of +2 due to which the whole answer became wrong

[@pramouljadala5438]

Thank u so much this has cleared my doubt! 🙏

[@shivbhakt3615]

Kaise pta chalega formula kon sa lagega

[@kashishsadafal921]

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Watch this

[@world_physical_science]

Thanks mam for such a useful video 🥰

[@mirzamuhammadazeem2260]

if the differential equation is homogenous then why we have to solve it as exact equation not by homogenous method

[@Economic-_-]

Thanks JazakAllah for sharing knowledge but the delta which you call partial differential is it different from normal derivative symbol if not why it has this unique name?

[@AADILANSARImatsc]

Yes, it is a very different thing. You would study about this in higher studies.

[@Nppbdan]

Maam in example no. 2, can I do the integration by parts on the part of integration of h'(x). The answer that I've got is y²e^x + x²e^x - 2e^x=c, I think the answer is the same but in differ procedure if I'm not mistaken 😅. Thanks for your response 😁😁

[@sucharita2888]

Ya ofcourse

[@vishalpatial5839]

Bhai how to know a function is homogeneous

[@abhijeethmohan8212]

​@@vishalpatial5839 degree of each and every term must be checked. If degree of whole equation is same then it is homogenous

[@sanajmallick8817]

Thanks madam

[@minakshi6453]

Mam 1or 2 example m hmey kase PTA lgega ki rule 1 or 2 hi check krna h

[@MuhammadBilal-ql6nx]

Bohot batreeeeen!!!!

[@FormulaFoundationUsindh]

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[@zakirullahfahim5864]

Good effort appreciated

[@Kalyanvision5425]

Superb explanation ..👏👏

[@shashankpathak4673]

Thnx ma'am.

[@AJEETKUMAR-nq1fz]

Dono me se kisi ko bhi M ya N man lenge kya mam?

[@FormulaFoundationUsindh]

I suggest you do it as I did because if you choose M in place of N and vice versa then you have to make some other changes also…

[@AJEETKUMAR-nq1fz]

@@FormulaFoundationUsindh thank you mam

[@uzairaftab5472]

@@FormulaFoundationUsindh it's better to consider (...)dx=N & (...)dy=M.

[@mr_jaansi]

I have a difficult questions plz help me

[@muhammadhaashir7489]

Noice!!!

[@lukupradhan]

But there are five rules for converting nonexact to exact by multiplying integrating factor

[@vaibhavupadhyay1202]

thanku

[@toshue2000]

Hlo mam please prove the rule 3and rule4

[@franciselprofe]

Bien explicado colega

[@jayseena8697]

👏👏👏👏👏

[@sajeelbilal3653]

Ma'am from which book you wrote the examples at 3:52

[@shaikyasin593]

Superr

[@tanusrinandi3384]

3 aar 4 ta mam After multiplication IF then It is not exact.How do solve it?

[@kashishsadafal921]

ua-cam.com/video/J2la8FsmX24/v-deo.html
Watch this

[@princekhatana_]

Recheck 4 is exact but i think 3 may be or not

[@qaiskhan9332]

MashaAllah mam awesome

[@FormulaFoundationUsindh]

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[@bbpapu23]

Mam ye bahot bada iska aur chota method bi he hk das me ... After multiplying IF.. We have to only solve the integration

[@kashishsadafal921]

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[@WooplrCom-kw7nu]

Mam vo aap na phala jo rule 1 laga ya ha us may aap na dM/dy la leya ha M.*y ki place may

[@preetydhiman7447]

👌👌👌👌

[@afridiaslam2507]

Why did you integrate df/dy why not df/DX???

[@poojajakhar5549]

Mam sub kuch acha h per video me thodi si voice taje karlo please 🙏

[@FormulaFoundationUsindh]

okk..

[@shayanhaider4771]

Is there any chance that if we solve Q1 by homogeneous substitution method, we get the same answer as given?

[@kashishsadafal921]

ua-cam.com/video/J2la8FsmX24/v-deo.html
Refer to this

[@ehsanrao5370]

👍👌

[@muzammilhassan2553]

O wow

[@kiranbodke186]

Mujhe ODE ki pdf milegi kya please

[@abdulhusseinalsultani9222]

Please I have new ideas to solve the non exact D.Es and I want to submit an article in India.
Can I ?
I am mechanical engineer.

[@fatehaharraad8633]

G

[@CuteGirl-nh3jv]

Idea??

[@abdulhusseinalsultani9222]

Hello mam
For the third example
(3y+4xy^2)dx+(2x+3x^2y)dy=0
I say that
dy/dx +my/nx (m is the power of x and n is the power of n)
dy/dx + 3y/2x gives us the function f=x^3y^2 and dy/dx +4xy^2/3x^2y gives us
dy/dx +4y/3x and this will give us that g=x^4y^3
F(x,y)=f(x,y)+g(x,y)
F=x^3y^2+x^4y^3=c solution without integration.
Also if f=x^3y^2 then
Partial df/partial dy=2x^3y=mu(2x)
So mu=x^2y (Alsultani I.F.)
F=f+int.mu(4xy^2)dx
F=x^3y^2+int.x^2y(4xy^2)dx
F=x^3y^2+x^4y^3+c
F=x^3y^2(1+xy)+c
Thank you very much

[@sheikhfahad4565]

i was solving my assignment and it had the same question as yours(question 4).....so copy paste it
hahaha

[@hassnainalvi2480]

Dear! In 3rd question, it doesn't make equation exact even after multiplying it with integration factor because (∂f/∂y)≠(∂f/∂x). It'll be a great favor if you can more explain it.

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[@peenathakkar4250]

@@FormulaFoundationUsindh you didn't even read his comment

[@rk2mixallin198]

Right bro👍

[@hardcorervdhard2kill94]

😂😂😂😂

[@kvbnmkkm145]

Yes ! Third answer is wrong..
Right answer is --> -3log(y+1/x) + 4log (xy+1) + c= 0

[@monaiqbal2527]

👍👍👍👍👍❤

[@princekhatana_]

Love u from soul ❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤

[@princekhatana_]

Mam plz resolve question 3 plz ( i think i am unable to find the value of dM/dy and dN/dy )