_______ essentially reverses the chain rule for derivatives., U substitution, Derivation, Integration, Calculus, What is the other term for integration?, Substitution, Antiderivatives, Arbitrary, Derivatives, To solve ∫sin2x dx, use what formula?, power rule, power reducing, substitution, formulate, To find the area under the graph., Calculus, slope, derivatives, integration, Integration by partial fractions is a technique for integrating rational function with complex terms in the denominator by breaking them down into ______., comlex, simple term, rule, derivatives, Which is not one of the method of integration?, integration by parts, integration by U-substitution, integration by Substitution, integration by derivatives, What is the integral of the function dx., 0, 1, x, none, It is a special method of integration that ofren useful when two functions are multiplied together., by parts, by limits, by function, by Substitution, When the integration involves some trigonometric function it is called Integration _________., by parts, by partial functions, by Trigonometric identity, by Substitution, The process of finding the integral., notation, calculus, integrand, integration, 'f(x) in ∫ f(x) dx' meaning is., constant, calculus, integrand, integration, Differential Calculus is centered on the concept of the __________., function, integration, derivation, calculus, Who demostrates integral caculus?, W. Leibnitz, D. Leibnitz, G.W. Leibnitz, G.R. Leibnitz, The original motivation of integration is to define and calculate the _________ of the region bounded by the graph of the fuction., slope, area, line, graph, What year integration was developed?, 1625-1646, 1646-1716, 1716-1832, 1832-1900, In the term used in integration the symbol 'C' represent?, cosine, cosecant, arbitrary constant, calculus, What is the integral of 2x?, 2x, 2, x, x2, What is the integral of 1/x dx?, ex + c, 0, ln x + c, 1/2 x + c, There is a connection, kown as the ______, between indefinite integral and definite integral and definite integral., Fundamental Theorem of Calculus, Fundamental Theorem of Integration, Fundamental Theorem of Derivation, Fundamental Theorem of Graphing, What is the integral of sin(x) dx?, cosx+c, -cosx+c, sinx+c, -sinx+c

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