Dynamics Problem: Find the Radial and Transverse components of Acceleration

The last problem was about using the Polar (Radial/Transverse component) velocity equation, this one is all about using the much longer, more complicated equations for the acceleration in terms of these R and T components.
Make sure you are good with the Chain Rule and Product Rule of Differentiation!
Visualize Visualize Visualize!

[@BODYBUILDERS_AGAINST_FEMINISM]

Masterfully explained, thank you for sharing.
After a couple years off, I decided to finish college and it's been YEARS since I've taken calculus so this section is definitely intimidating.

[@eng1048]

Thanks for the compliment! Dynamics can be a great course to see some enlightening applications of Calculus! Best of luck to you sir

[@em2129]

Thank you for this great video. What exactly is the unit of the acceleration a = sqrt((a_r)^2 + (a_theta)^2) if a_r is in m/s^2 and a_theta in rad/s^2? Timestamp: 10:25

[@AvoRothenstein]

Why are constants not taken when finding the derivates when determining r dot and r double dot?

[@eng1048]

give specific timestamps please

[@ismailsevimli6424]

Woww I found it hahaha

[@eng1048]

Congratulations!