Errors Applying Newton's Third Law
Newton's Third Law implies that if any object applies a force on a second object, then the second object will always simultaneously apply an equal, opposite and collinear force of the same type on the first object.
Imagine a stationary box on the ground experiencing a downward gravitational force and an equal and opposite upward normal force. These two forces cannot be a Newton's Third Law pair because each force of a Newton's Third Law pair must operate on different objects.
Imagine two stationary charged balls where the gravitational and electrostatic forces are of equal strength. Each charged ball exerts a gravitational force on the other ball that is equal, opposite and collinear to the electrostatic force it experiences from the other ball. Nevertheless, a gravitational force and an electrostatic force cannot be a Newton's Third Law pair because both forces are not of the same type.
Imagine a stationary box on the ground experiencing a downward gravitational force and an equal and opposite upward normal force. These two forces cannot be a Newton's Third Law pair because each force of a Newton's Third Law pair must operate on different objects.
Imagine two stationary charged balls where the gravitational and electrostatic forces are of equal strength. Each charged ball exerts a gravitational force on the other ball that is equal, opposite and collinear to the electrostatic force it experiences from the other ball. Nevertheless, a gravitational force and an electrostatic force cannot be a Newton's Third Law pair because both forces are not of the same type.
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