Q308b, Lateral areas of a cylinder and a cone
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- čas přidán 23. 12. 2018
- Area of the sector: • Q308a, Arc length and ...
Lateral area of a cylinder, Lateral area of a cone,
Some geometric formulas for calculus 2,
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blackpenredpen | 曹老師
Merry Christmas all of you but mostly the people interested in math even tho youre watching memes while your uncle is drunk
this guy flexing toilet paper before he even knew it
LOLLLLLLLL
Merry Christmas blackpen redpen 😊😊😊
Your explanations are clear and your enthusiasm is infectious! Thank you!
圣诞节快乐
Haakon Hansen thank you!!
That's it! Happy New Year, BPRP!
you had the perfect explanation!!!!! thank so much
You are an incredible teacher
Your explanation are nice sir I understand everything.
Thank you sir.
You are an incredible teacher so I am happy
Wow that is amazing
Thank you
Perfect
Thanks
Plz integrate
Ln(ln(ln(lnx)))
Chain rule my man.
Horseshoe
Don't think that such an integral exists, can you give us some background as to where you found this question and if it was a definite integral before because I just checked on wolfram alpha and it seems this doesn't have an elementary anti derivative.
@@emperorpingusmathchannel5365 Even with the chain rule, the function appears to be non elementary... Even ln(ln(x)) is non elementary I believe, so 3 nested lns will almost surely be non elementary
Gourav Madhwal
Love it!!!
Hi steven!
I was wondering, is there an e-mail or some other way in which we can contact you that isn't a youtube comment? I have a challenge for you but it's a little bit complicated to explain in a single comment. Hope you answer, love your videos :)
Black pain💪🏾
Thank you for your introduction that you're black pain in the ass😂
Can you help me with a calculus problem? Im trying to find the derivative of log_x(y)=x^y, It always cancels, and if you get the dy/dx to one side and cancel it out, it has terms with 0 in the denominator, please help
I need some advanced calculus videos now!
i began to like your videos. can you please make videos about more complicated mathematics related to physics like curvature, Fourier transformation, path integral... etc? personally i want to know about commutation
Can you please solve for 5^(x+1)-4*2^(2x)=9
There's a way to obtein the most general solution of the differential equation f=+-(n-th derivative of f)?
I've never seen anyone smiling as much in a CZcams video. Keep smiling!
Dude can you intgrate this:Integral from 0 to 4
from (arctanx/(4x^2-4^x+3))
i was actually solving a problem in optimization about the maximum convex area of a cone and this felt like "hey man, you need me." Yell heah!
Can you do a proof of the rational root theorem?? I think it's a very powerful theorem and it would be cool to see a proof. Thanks!
czcams.com/video/D6AFxJdJYW4/video.html
is that doraemon theme song in the background?
That's it 😊
Merry Christmas sir. could you please upload a video on converting trig functions raised to very high powers (like 251) in terms of multiple angles?I've been hungry to get the answer to my comment .please do respond.
That's typically what computers are for.
A trig function raised to the 251-st power will have at least 251 terms; which is not good for a video.
Marry Christmas
Whoops, I forgot to tell you that with this information, including the lateral area of the frustum, you can prove that the surface area of the sphere is 4πr².
So much easier now
Can you solve the integral from 0 to 1 of x^x dx.
I know x^x is a non-elementary function but the integral above is solvable. I tried it and got about 0.783.... Try it yourself.
1:24 oh no please let me live 😭😂. 5:45 now pennywise is coming 😂.
Hello I am from Ethiopia and can I bring questions??
You already did. Sure!
shouldnt you bring food first
@@skylardeslypere9909 why the shade? We're all trying to learn here.
no some of us are clearly trying to eat
What questions do you have? ☺️
Memorization is not my strong point so I solved the lateral area of the sector by proportionality.
I know I might be late for where you live
But
Merry Black Christmas
Merry Red Christmas
Joaquin Sotomayor Escudero just in time for me! Merry Christmas to you too!
@@apenasmeucanal5984 thank you
You are on fire today aren’t you? Hahaha
Hey #BPRP
I have a contradiction that i found weird
We all know the proof that the some of all integers =-1/12
I have one that =-1/8
Which is not a joke
And i am confused right now
So i want an explanation for them if you know both
If not tell me how to send them to you and probably answer me...
Merry Christmas 🎄🎁💕
Thanks for your care.
Pholios Chenouda
Thank you. I wish you happy holidays too. I know how to get to -1/8 as well. 1+(2+3+4)+(5+6+7)+(...
=1+9(1)+9(2)+....
And you can get to -1/8 from here
Don't we just love divergent series : )
I am just a person who love math even though in class i didn't study limits or any calculus related
But i my"limit" isn't in class only
So that is why i might not know every proof
Anyway thx BPRP ...
Happy New Year as Well#Yay
@@blackpenredpen
Does not this lead to + 1/4?
1+(2+3+4)+(5+6+7)+... = 1+9(1+2+...) = 1-9/12 = 1/4
How do you get to -1/8? Now I am confused too.
Ah now I see. x=1+9x => x=-1/8.
so ez!! lol
x+2^x =8
x=?
Watching this in 2020, how dare you rip up toilet paper.
Please display the cat on your next video. Then it is perfect.
Now derive it using calculus
türkiyeden selamlar
Ha ha ha eeeeeeeeeee
Not lateral it's curved surface area
iam a indian
So what
i'm american psycho
Greeting Caoさん, I challenge you to do the same except in Chinese. If you know other languages, then you can try them out, or use Duolingo right here: www.duolingo.com/ Duolingo is a free language course that allows you to learn lots of other languages, over 30 languages total! By using this tool, you can be able to share with your content all over the world! I know that the hashtag is a partially extinct, so why not just put in #YAY for rest of the people in the comments section? Thank you for reading!
Best Regards,
Alex E. Gonzalez
P.S. There's your clue, I'm not actually Einstein, though I have a passion for physics. I am also called by Japanese alias Ryuyogen Naruhodo, or Chinese alias Longyuyan Chengbutang, with the same characters (成歩堂龍預言). I know that you may know this, but for those that didn't, you can find more information about me in the "About" section. Again, thanks for reading!
Nice use of toilet paper
of course it is an asian person
whats wrong with that???