Hii 🎉

Uhhh hi 🎉

very helpful. thanks.

But what about the r(t) should that have to be 1-t

thats wrong ur so dumb the last question is wrong u dumbo

Hi, It is very clear explanation on how fdm works. I have a question, is it possible to apply the second order finite volume scheme for the first order derivatives or first order pdes?

Thank you! I was having trouble with this

Why not use a real function to illustration your points? Most of these advanced form of math is explained in abstract symbols and is clear only to the author.

Thank you sir , it was really helpful

hi

uhhh hi

thank you man you just saved my life

Im cook

3:10 Hey! So for example, if we know the motion starts at the top would the radius to calculate velocity change?

Nice job man!

5:21 It should be (c x a).b and not (a x c).b (Right hand rule and cyclic property)

Only the best talk about the Rayleigh Dissipation Function.

There's barely any comments

No one ever comment in this channel this is so sad😢

My monke brain ain’t getting this

I'm so grateful,sir

if E=Vo then X(x)=Cx because based in schrodinger equation the second derivate of x(x) must be zero

Helped a lot, thanks for the tutorial.

We are actually learning partial integration in physics to derive an exprn of U from another exprn of force. The vid is act helpful in explaining the basics, thanks

This is great, Sir.

Thanks man 🎉

Terrible pronunciation! It is Cauchy, not Cowchy!

Wrong pronunciation - Cauchy, not Cowchy!

This is very helpful for me thank you so much for this amazing video ❤❤❤❤

OH MY GOD FINALLY SOMETHING THAT HELPS!

For an explanation video, it was really dumb to use X twice. Should've used V1 V2 or something to keeps things simple

Thanks for the lecture😃👍

Hii😊

Uhhhh hi 😊

Great Explanation in short time❤

What an amazing teacher you are, it’s really a very good example and perfect way for explaining questions, I would like to thank you for helping my grandson to understand the mathematics and found it it’s very interesting subject I really recommended all the students in high school watching your video to understand how mathematics can be fun and interesting .

Thanks 🎉

Integration of x^2/y term in last que. Is going to be x^2 × log(y)

thank you

Sometimes the velocity is constant ? How can I know if whether the velocity is constant or not ..

A question, if there’s any chance you’ll see it: how would you go about proving that two kets decomposed in the circular basis form an orthonormal basis?

In the last example, your method doesn't account for the small squares at the corners. Try: d=0.05 S(10+d, 12+d, 20+d) - S(10, 12, 20) = 8.415 # but your result is 8.4 The difference is 0.015 = 6*d**2 There are 6 squares of side length d you didn't account for. If you visualize in 3d - 3 squares are lonely, and 3 are at same corner.

Thank you so very much, this video most certainly helped.

Box Model Thanks for your video. Your viewers might enjoy seeing this visual aid. The sheet of spring steel buckled to a Gaussian curve represents a two dimensional field with the ends bounded. Seeing the mechanical effect takes some of the mystery of what the math is showing. Your viewers might be interested in watching the test video of the model. See the load verse deflection graph. kzbin.info/www/bejne/raOlpKSfepWpfZYsi=waT8lY2iX-wJdjO3

holy shit man. do something that is not found in a text book. the main difference is the damn interval of integration, but you just threw that shit in there like it's obvious. RANGE, FOCUS ON THE FUCKING RANGE.

nice one

No numerical method video on this exact problem? I know you hinted at it towards the end.

Verdim şukunu

@ 0:04, I guess the expression for potential need to be switched .

god video love from Sydney