Integral of cot^5(x), calculus 2 tutorial

Integral of cot^5(x), using sin(x) and cos(x),
integrals by student, Aaron Altman,

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#blackpenredpen #math #calculus #apcalculus

[blackpenredpen]

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#blackpenredpen #math #calculus #apcalculus

[blackpenredpen]

Aaron & Chase are both of my awesome students!

[sharifahmed]

Thanks you guys, I had really enjoyed this playlist and all of your production. Please carry on the good work.

[fabianojedaruiz]

Gracias, este canal da contenido bueno.

[dalitas]

why does america love the cosec, sec, cotan and so on, is it similar in other nations maths programms? because in sweden we never ever use them, they feel somewhat superfluous.

[aniket]

what do u do now sir and how can i become your student?

[passwirdi]

Hi i'm from indonesia, i would like to ask u something, why in integral if we use the different way that's make the result also different?so sory if my english language is broken hehe

[tonyvelasco]

Guys can u help me .. i have an app that check my answers in calculus but it says that the integral of cot^5 xdx = -1/4 cot^4 x-cot^2 x+ ln|sinx| + C .. is that the same?

[dougsmith]

why do you have to turn cosine into 1-sin^2 in the beginning, I don't really understand, and when do you know you have to turn that into 1-sin^2?

[kutuboxbayzan]

İ dont like cot and cosec functions. But i like other trigonometric functions

[aashsyed]

That's ok ok, but can he hold 2 markers in one hand?

[gurmeet]

Why are you holding a DEATH STAR in your hands...

[Capnarchie]

recommend me a integral that is hard to solve

[An-htso]

As a general remark of your integration videos, i find it a bit misleading that you're using the integral symbols without bounds to indicate the antiderivative, because it should be for instance the integral from one to t right? Doing that you're completely shadowing the fact that you need to change the bounds of the integral when doing a u substitution, although you're doing it when reverting from u to X at the end. But the videos are very clear and i guess that's what is important from a practical point of view

[CodexIvory]

where is that asian man who wear eyeglass? is he sick or what? why there's 2 new faces? are the new guys is regular in this channel from now? I'm really curious... (sorry for bad english btw)

[olahalyn]

Yo, I had no idea this was college maths. I am 16 years old and I could do most of the integration questions, cut with everything else I thought you Americans were just super smart.