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Differential calculus
/dˌɪfəɹˈɛnʃəl kˈalkjʊləs/
/dˌɪfɚɹˈɛnʃəl kˈælkjʊləs/
Differential calculus
[NOUN]1
the part of calculus that deals with the variation of a function with respect to changes in the independent variable (or variables) by means of the concepts of derivative and differential
synonyms : method of fluxions
Examples
1. And you have differential calculus.
2. To introduce mathematical formalism in, especially the differential calculus he would appreciate.
3. Newton's actual original term for differential calculus was the method of fluxions, which actually sounds a little bit fancier.
4. It connects differential calculus and integral calculus-- connection between derivatives, or maybe I should say antiderivatives, derivatives and integration.
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