Why Don't Newton's Third Law Forces Cancel Each Other Out?

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Newton's Third Law states that every action force has an equal and opposite reaction force, but these forces do not cancel each other out because they act on different objects. For instance, the gravitational force acting on an object and the normal force from the ground are equal in magnitude but act on separate entities. When an object is on the ground, these forces result in a net force of zero, leading to no motion. However, when the object is in the air, only the gravitational force acts on it, causing a change in velocity. Thus, the key to understanding motion lies in recognizing that action and reaction forces operate on distinct objects.
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I was just wondering if, according to Newton’s Third Law, every action force has an equal reaction force that acts in the opposite direction, why do these forces not just cancel each other out, resulting in no net force and therefore no motion?
 
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Because the two forces act on two different objects, not on the same object. For example, an object on the ground has the force of gravity acting downward, and the norrmal force acting upward. There is also the gravitational force of the object on the Earth as well, but this is the force on the earth, not the object

These result in 0 net force on the object. But that same object in the air only has the force of gravity acting upon it, resulting in change in velocity.
 
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