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yes.

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No. Action-reaction forces produce the same magnitude of FORCES. This is the reason why you can walk. Your foot pushes against the ground with a force of X. The ground will simultaneously push back with a force of X. This is what propels you. There are two objects in this motion, you and the earth. You may weigh a few hundred pounds so the force that is exerted upon you propels you upward/forward. The earth ways countless (not actually countless) tonnes, so it's acceleration is minor

Fyou=myou*ayou

Fearth=mearth*aearth

mearth >>>> myou

Fearth = Fyou

myou*ayou=mearth*aearth

Therefore the acceleration on the earth is much lower (ie accelerations are of different magnitude)

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What are the magnitude and direction of action and reaction forces?

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What patterns exist in the law of action reaction?

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What is the reaction force if a broom strikes a marble on a floor?

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How are the size an direction of action- reaction forces related?

According to Newton's Third Law, every action has an equal and opposite reaction. So, action-reaction forces are equal in magnitude (size) and opposite in direction. For example, a bug hits the windshield of a car. The force of the car on the bug is equal to the force of the bug on the car. The accelerations of the two are obviously different, because acceleration depends on mass. Unintuivie, but true.


How is basketball relative to Newton's three laws?

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Related Questions

What are the magnitude and direction of action and reaction forces?

Action and reaction forces have the same magnitude but act in opposite directions. This is described by Newton's third law of motion, stating that for every action, there is an equal and opposite reaction.


When a men intends to start walking on the ground though the action and the reaction forces are equal in magnitude these forces may not produce accelerations of equal magnitudes?

No, they will produce same acceleration because mass of the body is same in both the cases,,


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Newton's Second Law: acceleration = force / mass. More mass therefore means less acceleration (for the same force).


Why does an object move if the action-reaction forces are equal?

Even though the action-reaction forces are equal in magnitude, they are acting on different objects which can have different masses. As a result, the acceleration of each object may be different. This difference in acceleration leads to the objects moving in different directions.


What will the action and reaction forces always be?

Equal in magnitude and opposite in direction.


What is the nickname of Newton's third law?

"Action and reaction", or "For every action there is a reaction"."Action and reaction", or "For every action there is a reaction"."Action and reaction", or "For every action there is a reaction"."Action and reaction", or "For every action there is a reaction".


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Two forces are said to be equivalent when they produce the same effect on an object, such as acceleration or deformation. This means that the forces have the same magnitude, direction, and line of action.


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Action and reaction forces produce motion because for every action force there is an equal and opposite reaction force, as stated by Newton's third law of motion. These forces act on different objects, causing them to accelerate in opposite directions, thus producing motion. When the forces are unbalanced, motion occurs due to the resulting acceleration.


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Each force in an action-reaction pair of forces is equal in magnitude but opposite in direction. This is known as Newton's third law of motion.


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Inertia is the tendency of an object to resist changes in its state of motion. Acceleration is the rate at which an object's velocity changes over time. Action-reaction is Newton's third law of motion stating that for every action, there is an equal and opposite reaction.


Wherever there is an action force there must be a reaction force which?

acts in the opposite direction with equal magnitude. This is described by Newton's third law of motion: for every action, there is an equal and opposite reaction.


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Equal in magnitude and opposite in direction