![]() ![]() In this case there is only one question so those cases would be completely discarded and the result would be again a 100%. Since for the relative ratio a 2 digits precision has been used, it makes sense to think that the same precision should have been used for both the sums, making the mistake even bigger.īut the problem is that if this is a statistic you cannot have a sum inferior to 100% because it would mean that you have lost part of your sample during the measurement, just like if during an interview at some point some people refused to answer to your questions. 2, that means a 1 digit precision, that have not been rounded it means that the rounding must have been made for 0.01-0.09 digits that multiplied for 16 classes makes a total rounding of 0.16-1.44, assuming every rounding in excess and for every class.
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