Intro to Solids of Revolution (3 of 3: Other axes, volume of a sphere)

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I just found this channel and I gotta say, this is some of the most entertaining math I've seen in a long time.

MaeveFirstborn
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SIR PLEASE DONT STOP MAKING VIDEOS. THESE ARE REALLY HELPFUL

pikachu
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WOW! Such a succint explanation for the volume of a sphere! Blew my mind. Love it!

christir
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4:50 the upper boundary is supposed to be 9 not 2, for anyone confused

jimmytan
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How I love math. Watching your videos at 5am. If my math classes was made simple when I was studying in high school.

MuhdiskandarDavlinfelix
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Why doesn't this have like a million views??

nayankishnani
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Inspiring as always. Keep up the good work sir!!

gouravbanik
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I would give this video a million likes if I could. I am having to code this and for the life of me could not understand it, but now I do. thank you so much.

richardgarrison
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okay, WOW i wish you were my math teacher. time to transfer schools...

zefanyapardede
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if i had to describe the latter half of this video in 3 words it would be "cathartic sphere mindblowing"

redsisco_
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The limits in terms of y should be 9 and 0. This is still amazing🥰🥰

cheezkeyk
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How's your brain doing? 😅 Love it mr. Woo.

MartyThun
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ay^2=x^3 ko x=0 to x= 4a rotated about y axis then value of surface area ...
Sir please make video on thi

bhavyajain
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why are we not infegrating pie? or is pie integrated is pie itself?(this is a stupid question so please don't laugh at me) ( 8:37 ), I think that the integration of pie needs to be xπ because pie is just a number. (please answer this question 🥺)

noamroyale
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Isn't it suppose to be y^3, not y^2?

binzsta
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Isn't it supposed to be the square root of y??? x^2=y...

skylar
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I didnt understand the step when he integrated r^2 = r^2 x

jewel
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The bounds for you fist solid of revolution problem is 0-9 not 0-2.

mktz
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Why is the volume of the sphere the integral of pi y^2 dx? For the parabola y = x^2, but here y = sqrt(r^2 - x^2)?

tgoh