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Indefinite Integral

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indefinite integral [in′def·ə·nət ′int·ə·grəl]
(mathematics)
An indefinite integral of a function ƒ(x) is a functionF(x) whose derivative equals ƒ(x). Also known as antiderivative; integral.
Indefinite Integral 

a general expression, denoted by Í f(x) = dx, for the antiderivative of an integrand f (x). For example:

(See)
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Integral calculus: Integration as the inverse process of differentiation, indefinite integrals of standard functions, definite integrals and their properties, Fundamental Theorem of Integral Calculus.
Math's Syllabus for IIT JEE by Vanya Tiwari / Science and technology, general community
To calculate the result we need to use the indefinite integral formula from calculus: (A6) [integral]([e.
Characterization of vehicle test courses by power spectra by Harrell, Andrew W. / Journal of the Mississippi Academy of Sciences
Both simple examples (such as creating a function which is the sum of two functions given as parameters, or creating the composition of two functions) and more complex examples such as generating a function representing the a finite number of terms of a Fourier series given the coefficients, and generating a function which is an approximation to an indefinite integral of a given function are shown.
Computer Science. (Senior Division 2002) by Wang, Yang / Transactions of the Missouri Academy of Science
 
 
 
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