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As someone who hasn't been professionally taught integration and is in the process of learning it myself, you did a fantastic job explaining it. This was so easy and intuitive to understand. Thank you!

Both formulas worked out by Archimedes V & SA whetted by Calculs are wrong. V of 10 cm cube is 1000 cc V of 10 cm dia sphere is 523 cc Prima facie the formula is wrong. SA formula can be compared with cube. Check. I've the correct formulas 😊

Niiice

I knew it. Integrating is finding the area under the curve. So it makes sense that integrating the area of a sphere will go for its full volume.

Best video with simplest derivation and explanation.

Great video

Very helpful bruh friend

Oh yup

bruh but nice

thanks alot love

oh

Well done, excellent explanation, but why did you include pi and it's part of the circle size proof?

One nuance on the solution I mention (starting 7:38) is that it is actually not making anything “private” because the setter/getter can still be accessed externally as is. So it’s not “private” in the sense that it is in other programming languages (i.e. Java). My solution is merely using encryption to make the “value” private (value of password) so that the VALUE cannot be accessed. Often, the value gets confused with the variable/attribute so I wanted to make that distinction here if the intention IS to deliberately make one private and not the other.

great video man, how did you learn to code?

great video man, Im trying to learn python and you're helping me out a lot. Thanks!!!

😈 'Promosm'

Fantastic. İf there is a magic on earth its calculus

thanks

dayum dude, lovely animations also thanks mate, really helping with school 🤌

duudeee.. love your videos man, especially the "lazy" proof ones <3

There's a typo up to 4:26. The differential in the integral of N should be "dy" and not "dx". This typo occurs in two places - underneath step 4 and in purple to the side (in the short form). Luckily, this doesn't effect the solution, but apologies nonetheless!

Bro needs more views tbh lol

Most definitely the best method. Thanks a lot.

Your presentation of this warranted me of a "LIKE" and a "SUBSCRIBE". Beautifully and clearly done. 👍

Nice and clean demonstration! Thanks.

dang. all this time I couldn't do it cause I got the wrong formula for the circle.

Allah bless you

gr8

Well done

brooooo this hella helped me understand what the heck i was even writing. thank uuu

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It is fantastic, because it is goal for all people who want the verity

excellent explanation this helped me a lot

Great explanation !!!

Sir ,while finding curved surface of cone why we considering slant height as elementary portion?

This video is much more clearer and straight to the point than the other videos that I previously watched

thank you! this is really helpful

My boiiiiiiiii I love math and your explanations

Ooo, nice method, I like it! You also hinted a bit on the derivation of the formula for solids of revolution which I have wondered about, thank you!

Nice video man - awesome drawings.

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