0:00
Hello everyone.
00:01
This is problem 85 from chapter 10.
00:03
Says that the rotor in a centrifuge has a certain initial angular speed, and then after a certain time its angular speed has increased to a new angular speed during this time.
00:15
What were a, the angular acceleration of the rotor, and b, the angle through which it turned.
00:20
Okay.
00:22
So first we want to find the angular acceleration of the rotor, and we have the initial and final angular speeds and the time that it took to speed up.
00:31
Okay, so if we think about the equations that we have that involve all those things, we should probably pretty immediately understand that the equation we're going to be using is omega equals omega not plus alpha t.
00:44
This leaves us with just our unknown alpha, and all in terms of things that we know.
00:51
So alpha is just omega minus omega knot over t.
00:56
And calculating this, we get approximately 15 radians per second squared.
01:01
So then part b asks us to find the angle through which it turned...