Volume of Revolution about the x-axis (1) : ExamSolutions
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- Опубліковано 25 чер 2012
- Tutorial on the volume of revolution about the x-axis.
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Your software is way more powerful than I thought it were and you seriously have proved yourself the pro for exploiting its features.
All I thought was when watching this "now how the hell am I going to make notes on this?!"
So gently, greatly and awesomely explained.
You are great sir, i'lll never stop saying that!
omg you just went 3D and it blew my mind
Haha yes Ikr
Isn't volumes of revolution the single most satisfying further maths topic out there?
So easy to conceptualise, so sexy, so visceral... 3D.
Great video, well explained, easy to follow, and bizarrely great quality graphics. I'm surprised and relieved to find a video on this topic, before my exam, as it seemed a little niche. Seems not. Cheers
Once again then, thank you for your support.
Great to hear.. I genuinely hope it helps cover your costs!
Thank you so much..😍😍😍
Yes it is monetised!
Well explained, thank you so much ^^
Al-3adoud mo7ammed?
Btw I'm sure you already do but if you don't, please tell me you monetise these videos on UA-cam?? Every little helps and that!
By the way, Sir, which program(s) do you use?
Just impressive! Thanks
Really fun intro, which software did you use to have these 3D shapes rendered? I'm guessing Wolfram's Mathematica? :D
Marko Crush Autograph
Thank you sir, you help students like me who cannot attend an actual college. You are greatly appreciated!
i was wondering where the link was for the question where you find the volume of revolution between a line and curve. Can someone give me the link please?
why din't we use the (ax+b)^2 method??
Because it wasn't an (ax+b)^2 type
ExamSolutions I mean can't it be (x^2 +1)^3/3*1 ??
Mahmoud Matar No.
why? :S sorry for asking alot
Mahmoud Matar Because if you differentiate it, you do not get what it was that you were trying to integrate. You get 2x(x^2+1)^2
Hey,,, this is the second video about revolution,,bh i wanna ask,is it a must to draw the solid of revolution in the exam?
Hi Rosette, no you will most likely not be required to draw the solid of revolution in the exam.
@@ExamSolutions_Maths oooh ok,,thanks
How did he get 2x^2 when expanding the brackets?
he rewrote (x^2 + 1)^2 as (x^2 + 1) * (x^2 + 1) because that is another way to write it and is easier to distribute
So when I thought this was really complicated, all I actually have to do is remember the formula... ._.