Final Velocity Formulas for Elastic Collision DERIVED

In this video, I derived two equations for the final velocities of two objects after an elastic collision. I used the conservation of momentum and kinetic energy. I also used symmetry.

[@sgsbhinder]

thanks bro , i didnt pay attention in my class 😅, u helped me

[@ProvedByArda]

I am happy that my video helped, regardless it is important to pay attention in class!

[@kkf2185]

Bro i want to send ❤ from Bangladesh
Because you really helped me ❤❤❤❤

[@BilenMelese]

I dont understand in the substutution could you repet again please

[@ProvedByArda]

Which substitution are you referring to?

[@luckygaming2021]

Thank you ❤

[@ProvedByArda]

You're welcome! You can follow for more content like this:)

[@luckygaming2021]

@@ProvedByArda sure i done

[@user-nn9mh9iq3s]

Thank you so much

[@ProvedByArda]

You're welcome:) You can subscribe for more content like this!

Usta, RUclips camiasında en iyi sen anlatmışsın. Saygılar...

[@ProvedByArda]

Teşekkür ederim:) Bu tarz içeriklerin devamı için kanala abone olabilirsin.

[@smallgamer1996]

teşekkürler yardımın için

[@ProvedByArda]

Rica ederim!

[@Tuncaa_]

aksanından türk olduğunu anladım direkt

[@ProvedByArda]

Abone olarak kanala destek olabilirsin:)

[@BilenMelese]

I dont understand in the substutution could you repet again please

[@phu2110]

In the green equation, he solved for v1' = v2 - v1 + v2'. Now by "substitution", he means replacing every v1' in the conservation of momentum equation with v2 - v1 + v2'. Doing that allows you to derive a formula for v2' in terms of m1, m2, v1 and v2. The same can be done for v2'

[@ProvedByArda]

@@phu2110 Thanks for helping others!