How Do You Determine the Spring Constant with Mass and Displacement?

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Homework Help Overview

The discussion revolves around determining the spring constant using a mass and the displacement of a spring. The context involves applying Hooke's law in a scenario where a mass is suspended from a vertical spring, leading to questions about the relationship between force, mass, and displacement.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the application of Hooke's law and the calculation of force using mass. There is confusion regarding how to determine the force when only mass is provided, leading to questions about the role of acceleration and weight.

Discussion Status

Some participants have offered insights into the distinction between mass and weight, suggesting that weight, which is the product of mass and gravitational acceleration, should be considered as the force acting on the spring. There is an acknowledgment of confusion and a lack of consensus on the correct approach.

Contextual Notes

Participants are grappling with the definitions of force and weight, and there is a mention of the spring being vertical, which may influence the interpretation of forces involved.

kbyws37
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The length of a spring increases by 6.90 cm from its relaxed length when a mass of 1.10 kg is suspended from the spring.What is the spring constant?

so I know that ultimately i use hooke's law which is
F=kx
but how would i figure out F if i only have the mass?

I can't do F=ma b/c i don't have the acceleration.
I'm confused
thanks
 
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Note that this spring will be vertical when the mass is suspended from it.
 
so will i assume that the force is the mass of the spring.
so
F=kx
(1.10) = k (6.90)

but it says I'm wrong
 
kbyws37 said:
so will i assume that the force is the mass of the spring.
so
F=kx
(1.10) = k (6.90)

but it says I'm wrong

The force can't equal the mass. Weight can be a force, and it equals m*g.
 
thanks!
i think i wasn't thinking straight :)
 

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