Net Force

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Net Force

In physics, it is possible to determine the torque associated with the point of application of a net force so that it maintains the movement of the object under the original system of forces. Its associated torque, the net force, becomes the resultant force and has the same effect on the rotational motion of the object as all actual forces taken together.[1] It is possible for a system of forces to define a torque-free resultant force. In this case, the net force, when applied at the proper line of action, has the same effect on the body as all of the forces at their points of application. It is not always possible to find a torque-free resultant force.

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created on

30/11/2017

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Syllabus:

Aula #1 - NET FORCE PRACTICE - INCLINED PLANES - Forces on Inclined Planes - 2 Dimensional Forces
Aula #2 - NET FORCE - Inclined Planes Practice Problems
Aula #3 - NET FORCE PRACTICE PROBLEMS - Forces Applied at an Angle, F=ma
Aula #4 - NET FORCE PRACTICE PROBLEM - Newton's 2nd Law, F = ma & Free Body Diagrams
Aula #5 - NET FORCE PRACTICE PROBLEMS- Newton's 2nd Law Problem & F = ma
Aula #6 - NET FORCE PRACTICE PROBLEMS (PART 3)- Calculating the Net Force, F = ma, Free Body Diagram
Aula #7 - NET FORCE PRACTICE PROBLEMS - Calculating the Net Force 2 & drawing a free body diagram
Aula #8 - NET FORCE PRACTICE PROBLEMS- Calculating the Net Force, Free Body Diagrams, F = ma
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