Mechancial Spring, Transfer question, not quite adding up

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The discussion revolves around a mechanical spring transfer function problem where the user struggles to derive the correct relationship between force (F) and displacement (X). They correctly identify that the transfer function should be expressed as output (X) over input (F), leading to confusion over the algebraic manipulation from F(s) = KX(s) to X/F(s) = 1/K. Another participant clarifies the algebra by suggesting to divide both sides of the equation by F and then by K, which resolves the user's confusion. The user acknowledges their difficulty with basic algebra despite being comfortable with more complex mathematical concepts. The conversation highlights the importance of mastering foundational algebra for understanding transfer functions in mechanical systems.
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Hello everyone, below I have placed an image of the question, I am quite happy with
the theory. My issue is how it goes from being F(s) = KX(s) to X/F(s) = 1/K

I know to change this into a transfer function it is output (X) over input (F).
However when ever I try i always end up with it = -k/1 ? not 1/K.

This is a very simple problem I know. Would appreciate any help, cheers


[PLAIN]http://img849.imageshack.us/img849/9357/springr.png
 

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I think you are just having a problem with the algebra. If
F = kx, divide both sides by F, thus
1 = kx/F. Now divide both sides by k.

What do you get?
 
indeed i was thank you for that...its stupid i am happy with laplace, transfer functions, matrix, itegration, differentiation but simple algebra is my downfall!
 

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