What is the slope of an F versus (1/n^2) graph?
The equation I'm supposed to determine it from is F= (4*density*f^2*L^2)*(1/n^2)
How would I also determine the slope from the graph given
n=1 F= 2.8
n= 2 F = 1.03
n= 3 F= .873
n=4 F=.469
n=5 F= .237
The given expression is
where,
So, the graph is a straight line passing through the origin.
And the slope cann be written in a more compact form
1)
for n = 1, F = 2.8, we have
2)
for n = 2, F = 1.03, we have
3)
for n = 3, F = 0.873, we have
4)
for n = 4, F = 0.469, we have
5)
for n = 5, F = 0.237, we have
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