Arithmetic mean definition

Arithmetic mean means the algebraic sum of data values divided by the number of data values. For example, the sum of the concentration of lead in several soil samples divided by the number of samples is the arithmetic mean.
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Arithmetic mean means the summation of the individual values of any set values divided by the number of individual values.
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Arithmetic mean means the algebraic sum of data values divided by the number of data values.
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Examples of Arithmetic mean in a sentence

  • The phylogenetic tree was constructed using Unweighted Pair Group method with Arithmetic Mean (UPGMA tree) in (MEGA 6.0 version).

  • ATTACHMENT A – DEFINITIONS Arithmetic Mean (μ)Also called the average, is the sum of measured values divided by the number of samples.

  • ATTACHMENT A – DEFINITIONS‌ Arithmetic Mean (μ)Also called the average, is the sum of measured values divided by the number of samples.

  • In the following we propose a revised aggregation rule (AM*), the Weighted Arithmetic Mean Rule, Revised, which corresponds to (AM), and argue that it adequately answers the question of how to (rationally) revise one’s epistemic state in the light of doxastic disagree- ment.

  • Arithmetic Mean (Simple and Weighted), Median (including Quartiles, Deciles and Percentiles), Mode, Geometric Mean, Harmonic Mean (Simple & Weighted), Death Rates.


More Definitions of Arithmetic mean

Arithmetic mean means the sum of a set of values, divided by the number of values in the set.
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Arithmetic mean means the sum of all the members of a set of values divided by the number of items in the set;
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Arithmetic mean means the sum of N (number) factors divided by N.
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Arithmetic mean means the algebraic sum of data values divided
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Arithmetic mean means the sum of n numbers divided by n.
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Arithmetic mean means the number obtained by dividing the sum of a given set of quantities or values by the number of quantities or values in the set.
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Arithmetic mean means the value computed by dividing the sum of a set of terms by the number of terms.
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