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for stretching distance = 0.100 ?} 0.002 m,
(Distance Traveled)max = 0.104 + 0.002 m = 0.106 m
(Distance Traveled)min = 0.082 – 0.002 m = 0.080 m
So ??(Average Distance Traveled) = (0.106 – 0.080 m)/2
= 0.013 m
? 0.01 m (to 1 sig. fig.)
Uncertainty in Log x:
To find the uncertainty in log x, find the maximum and minimum values of log x, take the difference, and divide by two.
e.g. for log x = -1.00 m,
(log x)max = log (0.100 + 0.005 m) = -0.9788 m
(log x)min = log (0.100 – 0.005 m) = -1.0223 m
So ??(log x) = (-0.9788 – -1.0223 m)/2 = 0.02175 m ? 0.02 m (to 1 sig. fig.)
Uncertainty in Log s:
To find the uncertainty in log s, find the maximum and minimum values of log x, take the difference, and divide by two...
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