The <u>harmonic</u><u> </u><u>mean</u> allows us to form a mathematical expectation of throughput and to compare the relative throughput of systems or system components.
The harmonic mean is a sort of numerical common. it is calculated by way of dividing the variety of observations by the reciprocal of each wide variety inside the series. hence, the harmonic mean is the reciprocal of the mathematics suggests the reciprocals.
The arithmetic implication is appropriate if the values have equal devices, while the geometric suggestion is suitable if the values have differing devices. The harmonic suggestion is appropriate if the statistics values are ratios of two variables with unique measures, known as costs.
In mathematics, the harmonic mean is one among several varieties of common, and in particular, one of the Pythagorean manner. it's miles every now and then appropriate for conditions when the average rate is favored.
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