Why can't all women be logical like you? Great job. Absolutely wonderful.

your graphs are god tier (i know nothing crazy was drawn in this video but in some others its wild)

@ 6:46 dT / ds = dT/dt / ds/dt = T' / s'

A leftie writing on a screen isn't a pleasure. Constantly obstructing her own writing.

@ 4:22 Of course, the T's are vectors too.

Horse shit, a length is not equal to a surface area. Why do you omit the units of the integrals? Common sense over rules your chicken scratches and muddled thinking. Get a brain. Did you get your college degree from a cereal box or comic book or is the university that you are attending have professors walking around the campus with their private parts showing? You are trying to coverup the problem by dumbing right in front of everyone.

why is rho from 0 to 2?

You are great!!!! Very good video!! Thank you soooo much!!!

Great videos! Thank you! 🙂

"SCALAR-CURL" = the surviving z-component of the general curl. Why? Because Green works only with flat 2D surfaces, so the normal vector only has a z-component. P.S. Scalar-curls don't exist in mathematics. A curl always deals with vectors.

Very informal. Dislike.

Great explanation. Thanks for the help.

The best prof ever

I think there is an error when you find the lower limit or lower bound for Domain 3. It should be the equation of the outer circle instead of the inner one, for the limits of y.

Muito obrigado, pela sua aula, são excelentes!

You alive today?

The hardest part of this math is to parametrized stuff, once it done , the rest is not difficult.

Those aren't partial derivatives; they're *commands to take partial derivatives. And teachers who can't be bothered to put arrows over their vectors are to be avoided at all costs.

Nice video, still holds up 9 years later

you should teach at a university

Well done🍻

ZAMBIA WATCHING

Does Green's theorem imply that dQ/dx = dP/dy, because of Cauchy theorem on closed and analytic curves?

When you integrate sin t or cos t between t = 0 and 2pi you can tell it’s going to come to 0 without actually having to do it in full.

i don't understand right hand rule at all for some reason and this turtle method is gonna save me on my final tomorrow

Amazing video, thank you! I took a break from school and now I'm resuming it, having forgotten all of the Math. 👏

Mam you are so beautiful

Thank you very much, You are a great teacher,

Thank you for all the high-quality videos, it really helps A LOTTTTTT!!!!!!

Thank you so much, your videos are really helpful!

Part 01?

tq mam

How is the child doing today?

Thanks for the series, it was very helpful

Where general Stoke's theorem at?

Which book should use for multivariate calculus?

You explain my 2nd year uni level math in a way a preschooler could understand. Your explanations are awesome and have saved my GPA this semester. Thank you!

She's a Southpaw ~

Does the area of the curtain with height f(x,y) equal the volume of f(x,y)? If not is there any relation between the curtain and the function?

I think the curve must be oriented ( Counter Clockwise )... Right ? I am talking about what is written on the whiteboard

Very Good Explanation, especially about tracing.

Helpful video

please ma'am can you answer me what if we have in the vector x=u sinv , do we still do z^2=u^2cos^2v+u^sin^2v? --we have z^2=x^2+y^2 given

my lord please explain surface integral on surface of cone

What to do if i have circular path?😥

Can someone help me with that: C is given by x=t^2 y=t^3 z=t^2 Evaluate the integral under the region c . The integral is: Zdx+xdy+ydz. I have no idea what to do.. How to solve it :/

You r amazing. Thanks!

You're awesome

Thanks alot for these amazing videos 💜💜

Excellent presentation. Good job.