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Common logarithm
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==References== {{Reflist|refs= <ref name="Euler_1748">{{cite book |title=Introductio in Analysin Infinitorum (Part 2) |url=https://scholarlycommons.pacific.edu/euler-works/102/ |language=la |author-first1=Leonhard |author-last1=Euler |author-link1=Leonhard Euler |year=1748|publisher=Marcum-Michaelem Bousquet|location=Lausanne|contribution=Chapter 22: Solutio nonnullorum problematum ad Circulum pertinentium|page=304}}</ref> <ref name="Scherffer_1772">{{cite book |title=Institutionum Analyticarum Pars Secunda de Calculo Infinitesimali Liber Secundus de Calculo Integrali |language=la |author-first=P. Carolo |author-last=Scherffer |publisher=Joannis Thomæ Nob. De Trattnern |date=1772 |page=198 |volume=2 |url=https://books.google.com/books?id=pJlbAAAAcAAJ}}</ref> <ref name="Hall_1909">{{cite book |title=Trigonometry |volume=Part I: Plane Trigonometry |first1=Arthur Graham |last1=Hall |first2=Fred Goodrich |last2=Frink |date=1909 |chapter=Chapter IV. Logarithms [23] Common logarithms |publisher=[[Henry Holt and Company]] |location=New York |page=31 |url=https://archive.org/stream/planetrigonometr00hallrich#page/n46/mode/1up}}</ref> <ref name="Hedrick_1913">{{cite book |author-first=Earle Raymond |author-last=Hedrick |url=https://archive.org/details/logarithmictrigo00hedriala |title=Logarithmic and Trigonometric Tables |publisher=[[Macmillan Publishers|Macmillan]] |location=New York, USA |date=1913}}</ref> }}
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