stumped by the elasticity difference between two calculations
would someone be so kind to enlighten me on almost 200% difference between two calculations.
the same spring were used in B & C
I like the watermark ^_^
the rest, I do not like LOL
graphs need units forever and for always! 0_0 :/
yeah the unit is on the header
This looks profo enough that I figured they were somewhere ^_^ Question: what are you graphing in part C? none of the numbers in your table correspond to a negative x value, yet one exists.
oooo, nm, I'm a dumb
the table C is a measurement of oscillation - period, but even so, the k would have to be relatively close to the k=x/f in table B not a whopping 200% difference. Unless the additional pull (extra elongation) on the weight to create an oscillation increases the error margin by a great magnitude.
why doesn't k = f/x? \[ \sum F = -mg-xk=o \ \ ; \ \ k=mg/x\] am I double crazy?
typo it is k=f/x
oh thank god. ok.
F = -kx
your slope on b is definitely using x/mg ;/
you know the lab manual wanted to use the displacement as y and mg as x which I thought was incorrect, but following hook|dw:1383295334067:dw|
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