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INTEGRAL CALCULUS Constant of Integration: dd . F x f x F x c f x dx dx Therefore, f(x) dx = F(x) + c. Properties of Indefinite Integration: (i) af(x)dx a f(x)dx. (ii) f(x) g(x) dx f(x)dx g(x)dx. (iii) If f(u)du = F(u) + c, then f(ax + b) dx = 1F axb c, a0. a Integration as the Inverse Process of Differentiation Basic formulae: Antiderivatives or integrals of some of the widely used functions (integrands) are given below. n1 n 1 d x x nn x x dx c , n – 1 dx n1 n 1 d 1 1 ...
Calculus AP Vocabulary List Absolute minimum Acceleration Accumulation Antiderivative Area between two curves Area under a curve Average rate of change Average value of a function Average velocity Axis of revolution Chain Rule Circumscribed Approximation Concavity Continuous Critical point Cubic Function Definite integral Derivative Differentiability Differential equation Domain Even Functions Explicit equation Exponential function Extrema Extreme value theorem First derivative test Fundamental theorem of Calculus Greatest Integer Function Horizontal asymptote Identity Function Implicit differentiation Implicit equation Inflection Point Inscribed approximation Instantaneous rate of change Integration Intermediate Value Theorem Inverse Trigonometric Function Left endpoint approximation – Reimann sum Limit Local Maximum ...
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