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1
Since the human is not rotating, the
net
torque
about any point is zero.
2
It's not the
net
torque
since that would be zero.
3
Instead of a net force, you need a
net
torque
.
4
The
net
torque
about any point must also be zero (technically also a vector).
5
For the angular momentum principle, the change in angular momentum is equal to the
net
torque
.
6
The claim is that the
net
torque
on the horizontal axle (b) is zero.
7
If the system is the bullet and the merry go round, the
net
torque
is zero.
8
Torque If these forces are legitimate, then the
net
torque
must also be zero about any point.
9
The net force must be zero and the
net
torque
about some point must also be zero.
10
If you have a
net
torque
on an object, it changes the angular momentum of that object.
11
The
net
torque
about the point where the floor pushes up will be: A couple of important points.
12
If there is a
net
torque
about his feet, he is going to rotate (thus fall).
13
A net force changes the linear momentum of an object and a
net
torque
changes the angular momentum of an object.
14
It is ok, the
net
torque
on the merry go round is zero (which really should be a vector).
15
He would need his center of mass far in front of his feet so that the
net
torque
about his feet is zero.
16
When the force is applied to the arm, the point of contact from the floor shifts so that the
net
torque
is still zero.
net
torque
net