What to do when uncertainty when rounded to proper significant figures is ± 0?
There is a rule to round off the significant figures. i. if the last figure is greater than 5 thaen add 1 in the previous figure... ii. If the last figure is less than 5 then add 0 in the previous figure.
iii. if the last figure is 5... then there are two more rules.... (I). if the previous figure is odd then add 1 in it... (ii). if the previous figure is an even digit then add 0 in it.
for example.. 1.456 is a value having 4 significant figures.. we want to round off it... from 1st rule.... it will become 1.46.
For 2nd rule.. consider we have a value 1.332. then according to 2nd rule it will be 1.33
3rd example.. if we have 1.565... then from the 1st rule of the 3rd one... 1.56.
4th example .... if value is 1.375 the from 2nd rule of third rule... 1.36 will be rounded off figures...
you should always round the error up to 2 significant figures and then match the number of decimal places of the result with the error. for example: (2.0789+/-0.0065). doing this should never give you an error of (+/-0).
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