00:01
All right, so let's say we have a strut that has a hanging mass from it, and there is a cable with a length of 4 .8 meters supporting one end of it, and it's attached at a height h that is 3 .1 meters.
00:18
And the weight of this little hanging weight is 355 newtons.
00:22
So we want to know what is the magnitude of the force for friction between the wall and the strut.
00:27
So this is the vertical force acting this way.
00:32
Call this f force of friction.
00:34
This should be basically balanced by the tension in the rope and the weight of the hanging mass here.
00:42
So if we look at the torques involved about the center point, what we'll have is, you know, this will be w times d.
00:52
And sorry, i think of, d is, let's see, well, it doesn't really matter.
00:56
It's not going to matter what it is, but minus w times d plus t times 2d and then times the sign of this angle, which is going to be h over l.
01:11
You can write it as h over l.
01:12
This should be equal to zero.
01:14
And so what we'll have is w is going to equal to t times h over l...