What is wrong with K [Kelvin] or R [Rankine]?
Accuracy is a measure of how close the instrument can come to correctly reflecting a true reference value. Precision is related to how small of an increment of measure can be reproduced reliably.
Given accurate calibration in both thermometers, your example is a demonstration of the greater precision of the F scale. In other words, both instruments will give you the same result accuracy, but the F instrument will slice that result with a finer precision than the C instrument.
Ken
I just use my finger. If it feels slightly cooler than my body temp. Then I figure I'm close enough
Just kidding. I use F all the time.
'K' was a member of the House of Lords, while we on APUG are merely the unwashed masses...
Ken
'K' was a member of the House of Lords, while we on APUG are merely the unwashed masses...
Ken
If you are using a digital thermometer that reads to the same number of digits, whether reading in C or F, then that thermometer is more accurate in its reading in F than in C.
That is not true. The thermometer has an accuracy with will be the same regardless of the temperature scale. One device cannot have two accuracies only one.
Matt, see my edits to the statement.
Higher precision, not accuracy. If the digital thermometer is accurate to +/- 0.5 degrees C, a different scale will change the accuracy only the precision.
And for absolute accuracy, it's Celsius.Sorry Sirius, same answer.
If the digital thermometer is capable of accurately determining the temperature to an accuracy of 0.1 F, and it is unable to report in Celcius in units smaller than 0.1C, then the information it reports in Fahrenheit is reported to a higher degree of absolute accuracy than the information it reports in Celcius.
Naww, no troll, it's just Clive...I have the disticnt feeling this topic was started by a troll.
Perhaps a graphical presentation may help:
Ken
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