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Meter.... or more likely millimeters
Centimeters or millimeters.
There are several careers likely to have to know a Greatest Possible Error. Either a mathematician or a math teacher would need to know how to figure this out, as it is a complex math problem.
As an error, most likely. Because p is not a number that an ordinary calculator would recognise - much less a calculater!
Absolute error is the difference between an estimated or measured value and it's actually value.For Example:To determine the absolute error you would have to have a measurement or an estimate of whatever this object is. At which point you would take the difference between the estimated value and the actual value.For example: 21.571 is the True value 20.000 is the Recorded Value.Thus: (True value) - (Recorded Value) = Absolute error (21.571) - (20.000) = 1.571
Divide the calculated or estimated error by the magnitude of the measurement. Take the absolute value of the result, that is, if it is negative, convert to positive. This would make the percent error = | error / measurement |.
Most likely the metric system of measurement is used. I would assume millimetres would be the most likely measurement between letters.
If the instrument being used is not calibrated or the instrument contains some error or bugs then reading obtained from such instrument would have some error. Such error arising because of the instruments preceding errors is termed as "Back-action Error".
This is actually impossible, even for machines, but a zero error would mean there is no uncertainty in the measurement, as in no possibly plus or minus a unit.
It depends on the relation R/L. If L » R, the sensitive measurement is the radius R. If L « R, the sensitive measurement becomes the length.
You might measure wrong the second time
You might measure wrong the second time
Then the calculated volume would also be wrong, in proportion to the error in measurement.
Meter.... or more likely millimeters
Most likely during an unkown "command" overflow
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liquids= ml. solids= mg.