An Introduction to the Doctrine of Fluxions: And Defence of the Mathematicans Against the Objections of the Author of the Analyst |
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An Introduction to the Doctrine of Fluxions: And Defence of the ... Thomas Bayes,James Hodgson No preview available - 2017 |
Common terms and phrases
abſurd affignable difference Algebra alſo Analyst anſwer Axiom becauſe begin to arife cafe conclufion confidered conſequences continually increaſes Coroll defcribed demonftration deſign difpute doctrine of Fluxions equal equation expreſs faid falſe fecond Fluxion feems fince firſt flow the fame flowing quantities Fluxion of z fome fuppofition fure given inſtant given ratio inconſiſtent increaſe or decreaſe increments INDIANA UNIVERSITY LIBRARIES INDIANENSIS inftantaneous itſelf juſt laſt ratio leſs manner Mathematical Mathematicians MDCCCXX method of Fluxions moſt muſt nearer notion of Fluxions obſerve permanent Fluxion permanent quantities perſons plain pleaſe poſition preſent prime ratio PROP proportion propoſition purpoſe quan quantities flow reaſoning religion repreſent ſame ſay ſcience ſeems ſenſe ſhall ſhew ſhould SIGILLUM ſince Sir Ifaac Newton ſmall Somatology ſome ſteps ſubject ſuch ſum ſuppoſe ſuppoſition ſynchronal changes theſe quantities thing thoſe tities ultimate ratio underſtand UNIVERSITATIS uſe velocity VERITAS whilſt xions