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What is Integration as the Inverse of Differentiation about?

Integration is the inverse operation of differentiation. By differentiation, we find the differential of a given function, and by integration we find the function corresponding to a given differential. The integral symbol ∫ is used to denote the integral of the expression following it. Some fundamental integrals include: 1) The integral of u^n du is (u^(n+1))/(n+1) + c 2) The integral of e^u du is e^u + c 3) The integral of cos u du is sin u + c

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Anonymous dfvIPaYCa

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EN