Calculating Trampoline Stretch: Spring Constant of 52000 N/m Explained

AI Thread Summary
To calculate how far a trampoline with a spring constant of 52000 N/m stretches, the force applied must be known. The relevant equation is F = -kx, where F is the force, k is the spring constant, and x is the stretch. Without a specific force value, it can be determined that the trampoline will stretch 1 meter for every 52000 N applied. The discussion emphasizes the importance of providing the force to solve the problem accurately. Understanding this relationship is essential for calculating spring stretch in physics.
soccerbabe22
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This is a question on my physics homework.

If a trampoline has a spring constant of 52000 N/m, how far does it stretch?

What equation do I use?
 
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need help... please??
 
The spring constant tells you how force (N) is required to stretch a spring 1 unit of length (m).
 
What do you mean how far does it stretch? What's on it? If nothing is on it, then it won't stretch at all.
 
i think you need to at least give us more info...you're missing force for this problem.
F = -kx
you're looking for x, but to find it, we need F.
 
Since no specific force is given, the answer is it will stretch 1 m for every 52000 N applied to the trampoline.
 
oooh, that's it! :)
cool, you taught me something too.
 
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