Question about spirngs their force

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When a spring is compressed between two boxes of different masses and released, it exerts equal and opposite forces on both boxes, in accordance with Newton's Third Law. However, the resulting accelerations of the boxes will differ due to their varying masses, meaning that while the force is the same, the effect of that force is mass-dependent. An experiment using a spring scale can illustrate this principle by showing how the force readings change with different masses. The discussion emphasizes the relationship between force, mass, and acceleration. Understanding these dynamics is crucial for grasping fundamental physics concepts.
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if there is a spring between two boxes of different masses, and the spring is compressed, with energy stored, then if the i let go of the boxes at exactly the same time, will the spring exert the same amount of force on both of the boxes? or does the force it exerts on the boxes is mass Dependant?
 
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Think Newton's Third Law.

The force of the spring will be the same on both boxes, equal and opposite. Remember that the accelerations will still be different though.
 
yes, the accelerations are mass Dependant.

Thank You.
 
AFG34 said:
if there is a spring between two boxes of different masses, and the spring is compressed, with energy stored, then if the i let go of the boxes at exactly the same time, will the spring exert the same amount of force on both of the boxes? or does the force it exerts on the boxes is mass Dependant?

This is an easy experiment to try. Hook a spring scale onto a spring scale which is hooked onto a big mass (like the earth). Then hang a mass on the lower spring scale. How do the two readings compare to the mass?
 
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