1
answer
0
watching
96
views
6 Oct 2020
A potter's wheel rotates with an angular acceleration where t is the time in seconds, a and b are constants, and α has units of radians per second squared. The initial position of the wheel is θ0 and the initial angular velocity is ω0. Obtain expressions for the angular velocity and the angular acceleration of the wheel as a function of time.
A potter's wheel rotates with an angular acceleration where t is the time in seconds, a and b are constants, and α has units of radians per second squared. The initial position of the wheel is θ0 and the initial angular velocity is ω0. Obtain expressions for the angular velocity and the angular acceleration of the wheel as a function of time.
KathLv10
6 Nov 2020