Understanding Newton's Third Law and the Net Force on Objects

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SUMMARY

Newton's Third Law states that for every action force, there is an equal and opposite reaction force. This does not imply that the net force on an object is zero, as the forces act on different bodies. The acceleration of an object, such as object A, is determined solely by the net forces acting on it, independent of the forces it exerts on other objects. In a scenario where two objects, A and B, are isolated in space, both will accelerate due to the forces they exert on each other, demonstrating the law's application in real-world physics.

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  • Understanding of Newton's Laws of Motion
  • Basic knowledge of force and acceleration concepts
  • Familiarity with vector representation of forces
  • Concept of isolated systems in physics
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  • Study the implications of Newton's Second Law in relation to forces and acceleration
  • Explore real-world applications of Newton's Third Law in engineering
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  • Investigate the concept of equilibrium and net forces in static and dynamic systems
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Physics students, educators, and anyone interested in understanding the fundamental principles of motion and force interactions in mechanics.

llamajuice
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Newton's third law says that for every action force there's a simultaneous reaction force equal in magnitude to the action force, but in the opposite direction. So doesn't that make the net force zero? If that's true how does anything move?
 
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The third law says that the force exerted by object A on object B is equal but opposite to the force exerted by object B on object A. Note very well: Those equal but opposite forces act on different bodies. The acceleration undergone by object A depends only on the forces that act on object A. That object A is also exerting forces on other objects does not affect the acceleration of object A, at least not directly. The connection is indirect.

Suppose A and B are the only objects in an otherwise empty and very large region of space. Whatever other forces are acting on A and B from outside that large region of space is so small that it can be ignored. A will accelerate because B is exerting a force on A, and B will accelerate because A is exerting a force on B. The nature (magnitude and direction) of these forces will change over time, so what A does to B now will change what B does to A in the future.
 

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