|
![]() |
Here is the traditional version of Isaac Newton's Third Law of Motion: "For every action there is an equal and opposite reaction." I don’t really like this very common phrasing, because it is vague. Also, it sounds contradictory: how can two things be both equal and opposite? I mention this phrasing only because you may have heard it before. By action and reaction, what is meant are forces.The forces have equal magnitudes but opposite directions. For these reasons, I offer this alternate phrasing: Every force is an interaction between two objects. Both objects feel the same magnitude of force, but in opposite directions. Let's call the two objects A and B. Then the force exerted on object B by object A is equal in magnitude to, but opposite in direction, the force exerted on object A by object B. It is convenient to call one of these the "action" and the other the "reaction", but which is which is arbitrary. Together, they are called an action-reaction pair. A common source of confusion is: if these two forces are equal magnitude but in opposite directions, don't they always "cancel out", creating a net force of zero? The answer is No, because these two forces are acting on different objects. EXAMPLES
|
Activities & Practice
1. Draw a free-body diagram that shows the forces acting on a hammer and a nail, at the moment the hammer strikes the nail. 2. Draw a free-body diagram showing the forces acting on the Earth and Moon due to gravity. 3. Draw a free-body diagram showing the forces involved when you are standing on the ground. |