00:01
In this question we have been told that a 550 gram bar is rotating as shown in the figure.
00:07
We know the length of the bar is 2 meter and it is rotating at an angular speed of 120 rpm.
00:12
In part a we need to find out the magnitude of the angular momentum of the bar.
00:17
So the formula for angular momentum is l equals to i omega.
00:22
I is the inertia around the center.
00:24
So the formula for inertia we are going to treat the bar as a rod.
00:28
So the formula for inertia is 1 over 12 m which is the mass into l square.
00:36
L is basically the length of the bar.
00:40
So 1 over 12 the mass of the rod is 0 .55 of the bar is 0 .55 kg into the square of the length.
00:54
So length is 2.
00:56
So square of 2.
00:58
So this is going to be basically 11 over 60 the inertia.
01:09
Now for angular angular speed the angular speed is given in rpm which is 120 rpm.
01:16
We need to convert this into radian per second.
01:20
So 120 revs per minute.
01:25
So we know that in one rev there is 2 pi radian and in one minute there are 60 seconds...