I'm so glad to see you well and healthy still posting videos, I used to watch your Modular Arithmetic videos back in a year, and now I needed them again and here I am. I want to say thanks for everything ♥
Consider the region R delimited by the curve y = C− x^2 and the x axis. Use integration to find the value of C > 0 so that the volume of the solid obtained by rotating R about the x axis is 64√2/15π Note: Plane sections known to the x axis are circles. Would you help me?
It didn't matter since it's a limit to infinity. I'm pretty sure when you have a limit to infinity you only look at the biggest numbers with exponents which in this case would be the 2 twos
I'm so glad to see you well and healthy still posting videos, I used to watch your Modular Arithmetic videos back in a year, and now I needed them again and here I am. I want to say thanks for everything ♥
Awesome! So glad I could help out!
Consider the region R delimited by the curve y = C− x^2 and the x axis. Use integration to find the value of C > 0 so that the volume of the solid obtained by rotating R about the x axis is 64√2/15π
Note: Plane sections known to the x axis are circles. Would you help me?
I love your videos
Thanks!
♥️♥️♥️
5:06 what happened to -1?
Same...
It didn't matter since it's a limit to infinity. I'm pretty sure when you have a limit to infinity you only look at the biggest numbers with exponents which in this case would be the 2 twos
Two questions ?
You refer to chapter Do you have book ?
2. Harmonic series Thoughts on this ?
@@RanBlakePiano i m using the Larsen Calculus text. No textbook of my own. And I don’t understand your question about the harmonic series.
@@SawFinMath I didn t see an episode devoted to harmonic series
@@RanBlakePiano Ahh I see. I just cover what’s in the textbook. Not sure when that is covered.