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Percentile
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====Second variant, ''C'' = 1==== [Source: Some software packages, including [[NumPy]]<ref name="numpydocs">{{cite web | url = https://docs.scipy.org/doc/numpy/reference/generated/numpy.percentile.html | title = NumPy 1.12 documentation | access-date = 2017-03-19 | publisher = [[SciPy]] }}</ref> and [[Microsoft Excel]]<ref name="pottel" /> (up to and including version 2013 by means of the PERCENTILE.INC function). Noted as an alternative by [[National Institute of Standards and Technology|NIST]].<ref name="nist">{{cite web | url = http://www.itl.nist.gov/div898/handbook/prc/section2/prc262.htm | title = Engineering Statistics Handbook: Percentile | access-date = 2009-02-18 | publisher = [[NIST]] }}</ref>] : <math>x = f(p,N) = p(N-1)+1 \text{, } p\in[0,1]</math> : <math>\therefore p = \frac{x-1}{N-1} \text{, } x\in[1,N].</math> Note that the <math>x\leftrightarrow p</math> relationship is one-to-one for <math>p\in[0,1]</math>, the only one of the three variants with this property; hence the "INC" suffix, for ''inclusive'', on the Excel function.
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