00:01
Hi, here there are two questions.
00:03
In the first question, it is given that there are many forces acting on the system.
00:07
The force f1 is acting the vertically downward direction and the force f2 is acting with a certain inclination and the perpendicular distance for the f2 is this is the one.
00:24
And when these many forces are applied on this particular triangular plane and and this plate tends to rotate about the point o.
00:33
We need to find out if we remove one particular force, the net torque will not change.
00:43
So the net torque due to the forces f1, f2, f3 applied to this plate is 0.
00:52
Which can rotate about this plate can rotate about the point o.
00:56
If we remove one particular force and the net force will not change at all.
01:02
Now let us analyze.
01:05
Now coming to the force, f1, this force f1 is acting along the axis.
01:10
So there is no perpendicular distance.
01:11
The perpendicular distance is zero.
01:13
So this force f1 will not cause any moment at all.
01:17
And this force f1 and f4 joining together will form a couple.
01:23
And the force f2 multiply with the perpendicular distance this one.
01:28
So this is causing a clockwise moment and coming to the force f3, f3 is acting along this direction therefore the perpendicular distance will be this one.
01:41
This causes an anticlockwise moment about the point o.
01:45
Therefore this f1 multiply the perpendicular distance is 0 and f2 is causing clockwise moment and f3 is causing anticlockwise moment.
01:59
Therefore, if we remove the force f1, the net dot will not change at all.
02:06
Therefore, from the given options we find that the option a is the correct answer...