Derivation of Formula for Centripetal Acceleration v^2/r

[@sandraforbes9822]

Try to remain humble young man and respect your seniors. Recall you said we are a speck on a speck on a speck on a speck on a speck. Keep modest no matter what.

[@live-ij8um]

Rekha. Nath
Happy. New. Year❤❤
God. Bless. You
Bari. Famely🌹❤️🌹

[@psi16]

Thanks Prof.. But how are the two angles (between the radius vectors and the velocity vectors) are the same?

[@reginascott1195]

Happy new year. ❤ you and God bless you all ❤❤❤❤❤❤

[@5_or_More_Characters]

I’m the first one. Happy 2025 😊

[@ShikhaSaha-x9x]

Happy new year

[@ChandraMohanP-u9q]

DEAR STUDENT.... HAPPY NEW YEAR ❤❤

[@allymando]

why does Isaac looks and sounds very arrogant. Have some respect towards others when they are talking.

[@storyextract7742]

Because he doesn't know about manners. What you would expect from gen Z

[@NaziyaKhan-l5i]

Happy New year brother

[@Physic_king]

Simply do by this
V=v∆A
Then centripetal acceleration=
∆v/∆t
V∆A/∆t
V(v∆t/r)/t = v²/r