Method of separation of variables to solve PDE

[@brentonvelasquez4875]

Thank you for explaining clearly. Many thanks!

[@owino_emmanuel]

Finally an explanation that I can understand 🥳

[@sabijutt6925]

Very easy way to expalin the toughone Topic...💞
Love from Pakistan...💞

[@manishchandra2877]

It is really very helpful.
Thank you!

[@ongszehao716]

thank for the clear explanation!!! KEEP IT UP

[@lizzykie2299]

This was very helpful. Thank you

[@alshookryalsir4707]

My deepest thanks ❤️ for you

[@anoldmaghinja2348]

Great video well understood wish me the best I'll do this exam after 5 days from today

[@syahrulmaulanaw6965]

How it goes?

[@anoldmaghinja2348]

I passed my exam. Thank you very much ❤

[@mohamedfaisal6991]

Thnks Dr

[@jowlenejones]

Thank you so much for a clear explanation🤌🤌🤌

[@anandgogada6409]

Superb mam it's very clear and easy to understand

[@maths.tutor4u172]

thanks

[@HeWhoKnows-]

@@maths.tutor4u172 ma'am can we use this for variable coefficient?

[@maths.tutor4u172]

@@HeWhoKnows- yes

[@mdrabiulislam4669]

excellent & easy method , thank you !

[@Jimmyillusionz]

Thank you so much

[@matiassanchez7291]

THANK YOU

[@elizabethdurojaiye2157]

Thank you 💕

[@Sahilkhan51214]

Superb Mam.
Thank u for this topic 😘

[@joeljeevantharakan7349]

Crystal clear🔮

[@vishalshinde5252]

Great video

[@eesaiqbal9618]

Amazing video👍👍

[@maths.tutor4u172]

Thanks for the visit

[@bhargavtavva3526]

thanks for helping madam

[@emanhamad5325]

perfect thank you 👌👌

[@positive.aa11]

Why is it log instead of ln for the first part of integration dx/x which is actually equal to = 1/x (dx) ? and so integrate of 1/x is ln (x) isn't it?

[@letmeengineeru2770]

I think they mistaken ln from log.. I'm still lost why it has log C1 at the right side

[@SuchaFuckinGentleman]

Different notations. I’ve seen physicists and mathematicians use log because it’s assumed that log is ln unless stated otherwise whereas with engineers it’s usually ln.

[@positive.aa11]

@@SuchaFuckinGentleman thanks but I graduated 4 years ago

[@ghasemmanouchrhti10]

very clear, thanks

[@kiro9291]

thank you!!!!!!!!!!!!!!!!!!

[@maths.tutor4u172]

welcome

[@piyumirangima6617]

Thank you very much ❤

[@twentyy6616]

Thank you alott

[@iOSGamingDynasties]

Why are we adding log(c) instead of c here?

[@maths.tutor4u172]

there is no hard and fast rule whether u take c or log c as constant of integration as both are arbitrary constants......if logarithm function is part of given solution so by taking constant as log c and using log properties make solution presentation more compact. thats it.

[@asthatewari2830]

Helpful

[@kochomohamud4441]

absolutely amazing..

[@faithblessed1779]

Thanks much

[@zohaibmaths90]

Nice explaination

[@786.usmansaeed]

In some of the cases we select Constant K as negative please explain the reason behind it

[@maths.tutor4u172]

yes if PDE is of 2nd order (just like for heat ,wave and Laplace equation) then it is required to solve
all values of k (0, +ve and -ve) separately .

[@ruwanchamara2578]

nice and clear

[@ShekinahChristianMusic]

hi dr, do you offer private tutoring for PDE course?

[@vinodchoubey2916]

Grand explanation

[@RajKumar-108CEO]

Tq madam🙏

[@beautygororo1265]

Lovely..

[@sadikali5569]

✌

[@harshitkeshri7887]

Using the method of separation of variable, solve 𝜕
2𝑢
𝜕𝑥
2 = 𝑐
2
𝜕𝑢
𝜕𝑦 where
𝑢(0, 𝑦) = 0, 𝑢(4, 𝑦) = 0, 𝑢(𝑥, 0) = 𝑠𝑖𝑛(3x).

[@justinekaroli5045]

Very good

[@steveneasterling8832]

😊❤

[@chauhanharshitsinh6666]

Please ma'am don't ignore my comment please ma'am🙏🙏🙏🙏

[@sbti6051]

5:55,where to keep negative sign ??

[@maths.tutor4u172]

You can keep negative sign on any side,.it will not affect the solution only presentation of solution will change

[@madhushani9788]

isn't it ln?

[@chauhanharshitsinh6666]

My explanation is tooo good ma'am but I want to say something
Please done your explanation in hindi by this language you get more subscribers or more views. Ma'am please explain us in hindi language we understand more completely and comfortly

[@maths.tutor4u172]

sure

[@chauhanharshitsinh6666]

Please ma'am