indefinite integral
In calculus, the 'indefinite integral' is used to find all functions whose derivative equals a given function, often including an arbitrary constant.
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Definition
C1Calculus
(technical, academic)The collection of all functions whose derivative equals a given function, typically expressed with an added constant to represent multiple solutions.
Example
- Finding the indefinite integral helps in solving differential equations.
- The indefinite integral of 2x is x^2 + C, where C is a constant.
Similar
Terms that have similar or relatively close meanings to "indefinite integral":