2. When there are positive and negative values in a series or when one or more items are zero, then
it is difcult to compute.
3. It gives more importance to smaller values. This merit of harmonic mean is a demerit in itself.
This property of harmonic mean becomes a hindrance in its wide use with regard to economical
data.
3C1.Compute the harmonic mean from the following data series:
4.0; 3.5; 5.0; 11.0; 340.0; 0.8; 0.804; 0.040;
5000; 0.088.
3C2.Compute the harmonic mean from the following
distribution:
Class intervalFrequency
0–507
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