Use the following formula: lw+- (w+l)e, where e is the absolute error in each length measurement, w is the width, l is the length to calculate the area of a 13.8m x 7.3m plot. What is the absolute error in this case? Somebody show me the working out please??
A little confusing, but I think this is what I'm looking at: \(\large Area = L*W\pm (W+L)*e\) \(\large Length, L=13.8m\) \(\large Width, W=7.3m\) And you want to solve for e?
No, I have to find the area, and e is the absolute error but I don't know what the absolute error is. According to my teacher: A measurement is accurate to \[\pm \frac{ 1 }{ 2 }\] of the smallest division on the scale. But I'm not sure how to work with that.
Ah, ok. See that the measurements are precise to 0.1m, that means the absolute error is ±0.05m
I'm so stupid, now it all makes sense! Thank you so much!
No prob' You're welcome.
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