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Integral calculus   /ˈɪntəgrəl kˈælkjələs/   Listen
Integral calculus

noun
1.
The part of calculus that deals with integration and its application in the solution of differential equations and in determining areas or volumes etc..






WordNet 3.0 © 2010 Princeton University








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"Integral calculus" Quotes from Famous Books



... in his manners, simple in his style, simple in his thoughts. No waters in him turbid with new crystalizations; everywhere the eye can see to the bottom. No music in him dark with Cassandra meanings. Fox, indeed, disturb decent gentlemen by 'allusions to all the sciences, from the integral calculus and metaphysics to navigation!' Fox would have seen you hanged first. Burke, on the other hand, did all that, and other wickedness besides, which fills an 8vo page in Schlosser; and Schlosser crowns his enormities by charging him, the said Burke (p. 99), with ...
— The Notebook of an English Opium-Eater • Thomas de Quincey

... to hide his new phase of trouble from the chattering throng of people who were curious to know about them. To know? As if they could know! They might better sit down to gossip over the secrets of the differential and the integral calculus. ...
— His Sombre Rivals • E. P. Roe

... possibilities. I was enamoured of mathematics and physics: I went far enough in the latter to be appointed undergraduate assistant in the college laboratory. I had learned, by my junior year, exploring the charms of integral calculus, that there is no imaginable mental felicity more serenely pure than suspended happy absorption in a mathematical problem. Of course I attained no higher than the dregs of the subject; on that grovelling level I would still (in Billy Sunday's violent trope) have had to climb a tree ...
— Plum Pudding - Of Divers Ingredients, Discreetly Blended & Seasoned • Christopher Morley

... logarithmic theorem and series, converging and diverging. I got Todhunter's larger 'Plane Trigonometry,' and read it, with the theorems contained in it; then his 'Spherical Trigonometry;' his 'Analytical Geometry, of Two Dimensions,' and 'Conics.' I next obtained De Morgan's 'Differential and Integral Calculus,' then Woolhouse's, and lastly, Todhunter's. I found this department of mathematics difficult and perplexing to the last degree; but I mastered it sufficiently to turn it to some account. This last ...
— Men of Invention and Industry • Samuel Smiles

... philosopher, b. at Woolsthorpe, Lincolnshire, the s. of a small landed proprietor, and ed. at the Grammar School of Grantham and at Trinity Coll., Camb. By propounding the binomial theorem, the differential calculus, and the integral calculus, he began in 1665 the wonderful series of discoveries in pure mathematics, optics, and physics, which place him in the first rank of the philosophers of all time. He was elected Lucasian Prof. of Mathematics at Camb. ...
— A Short Biographical Dictionary of English Literature • John W. Cousin



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