Definitions for calculus, differential and integral
This page provides all possible meanings and translations of the word calculus, differential and integral
The Nuttall Encyclopedia
Calculus, Differential and Integral
in mathematics, is the method by which we discuss the properties of continuously varying quantities. The nature of the method and the necessity for it may be indicated by a simple example; e. g. the motion of a train in a track, or the motion of a planet in its orbit. If we know the successive positions of the moving body at successive short intervals of time, the rules of the differential calculus enable us to calculate the speed, the change of speed, the change of direction of motion (i. e. the curvature of the path), and the effective force acting on the body. Conversely, given the force at every point, and the initial position and velocity, the rules of the integral calculus assist us in calculating the position and velocity of the body at any future time. Expressed somewhat crudely, the differential calculus has to do with the differentials (increments or decrements) of varying quantities; while the integral calculus is a process of summation or integration of these differentials.
The numerical value of calculus, differential and integral in Chaldean Numerology is: 1
The numerical value of calculus, differential and integral in Pythagorean Numerology is: 9
Images & Illustrations of calculus, differential and integral
Find a translation for the calculus, differential and integral definition in other languages:
Select another language:
Discuss these calculus, differential and integral definitions with the community:
Word of the Day
Would you like us to send you a FREE new word definition delivered to your inbox daily?
Use the citation below to add this definition to your bibliography:
"calculus, differential and integral." Definitions.net. STANDS4 LLC, 2016. Web. 2 Dec. 2016. <http://www.definitions.net/definition/calculus, differential and integral>.