Lets say there is an object with constant tangential acceleration which stays on a circular path. Does that mean that in order for the object to keep that path, the centripetal acceleration increases? (since centripetal acceleration in a circular path is proportional to the velocity and the velocity is increasing) Else if the tangential acceleration and centripetal acceleration were constant the object would spiral in/out?
we need physics teachers like you !!!
Very energetic and easy to follow, thank you for posting!
Davin Fish Thanks! Glad to see you liked it :)
Hey Eliot! Awesome to hear! Good luck on that midterm!
AWESOME sir !!!! my concept is crystal clear now !!! thanku !! AK LECTURES (ANDREY K )
Thank you so much ! you are very charismatic - PS: I don't feel sleepy at all throughout the video. ! Thank you very much again for posting !
Kim Anh haha :-) thats good to hear, glad I didn't bore you!
This guy's demeanor cracks me up, [his seriousness] makes me focus better lol. Thanks for the helpful video
That is actually a handy and great explanation... Thanks.. Look forward to your new videos.
Thanks Naveed !
Thanks, that helped a lot.
thank you so much! you saved me for my physics midterm
Lets say there is an object with constant tangential acceleration which stays on a circular path. Does that mean that in order for the object to keep that path, the centripetal acceleration increases? (since centripetal acceleration in a circular path is proportional to the velocity and the velocity is increasing)
Else if the tangential acceleration and centripetal acceleration were constant the object would spiral in/out?
Shouldn't tangential acceleration be the derivative of speed wrt time multiplied by v cap i.e direction of velocity (which is along the tangent)?
Nice use of emphasis of keywords during presentation
This is superb!! Thank you
Thanks!
AWESOME
Thank you!! awesome
a vey helpful video thank you sir
You're welcome Neel!
you da best. keep being you
***** lol thanks, will do :)