How to Solve 6 Circular Motion Problemsth-cam.com/video/3hUqzUqTYeQ/w-d-xo.html Rotation and Circular Motion Playlistth-cam.com/play/PL5mhjj_ffJDliyx9O6N1QA6vaWBd_tVgG.html
"Hey there! I'm curious if you have any video examples demonstrating computations related to Newton's three laws. If not, could you possibly create one? I'd really appreciate it if you could make a video on that topic. Thanks a lot!"
Yes, I do! Start with this video: th-cam.com/video/Cb8BwCW2TCg/w-d-xo.html You can also check out my Forces playlist: th-cam.com/play/PL5mhjj_ffJDlCw4_rOKoIq5dljOHk8rSV.html
For the orbital period problem, where you find the period of the moon, is the r in that equation the radius of the moon itself or the distance between the center of the earth and the center of the moon
R is the distance between the center of the Earth and the center of the moon OR you can think of it as the radius of the circular orbit. Good question!👍
Good question! Since Fnet=mv^2/r for circular motion, to get minimum speed v, we need Fnet to be as small as possible. Fnet = Fg + Ft. The weight Fg of the bucket can’t change, so we want Ft to be as small as possible, so we set Ft=0. Hope that helps!👍
How to Solve 6 Circular Motion Problemsth-cam.com/video/3hUqzUqTYeQ/w-d-xo.html
Rotation and Circular Motion Playlistth-cam.com/play/PL5mhjj_ffJDliyx9O6N1QA6vaWBd_tVgG.html
"Hey there! I'm curious if you have any video examples demonstrating computations related to Newton's three laws. If not, could you possibly create one? I'd really appreciate it if you could make a video on that topic. Thanks a lot!"
Yes, I do! Start with this video: th-cam.com/video/Cb8BwCW2TCg/w-d-xo.html You can also check out my Forces playlist: th-cam.com/play/PL5mhjj_ffJDlCw4_rOKoIq5dljOHk8rSV.html
Thank you so much. I finally understand the Gravitation period for deriving equations.
Glad it helped!👍
For the orbital period problem, where you find the period of the moon, is the r in that equation the radius of the moon itself or the distance between the center of the earth and the center of the moon
R is the distance between the center of the Earth and the center of the moon OR you can think of it as the radius of the circular orbit. Good question!👍
This channel is awesome the video is actually understandable to someone who is bad at physics
Glad it helped!👍
Hello, why do you make Ft 0 when determining the minimum speed?
Good question! Since Fnet=mv^2/r for circular motion, to get minimum speed v, we need Fnet to be as small as possible. Fnet = Fg + Ft. The weight Fg of the bucket can’t change, so we want Ft to be as small as possible, so we set Ft=0. Hope that helps!👍
preesh very helpful
Thanks for watching!👍
Make me a video about principal of moments of coplanar Forces
I appreciate the suggestion