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This chapter discusses techniques for finding antiderivatives beyond elementary functions. It introduces the method of substitution and integration by parts as primary methods. It also discusses differential notation used in substitution integrals, where differentials dx and dy represent infinitesimally small changes in x and y along the tangent line of a curve, related by the derivative. The chapter establishes that any two antiderivatives of the same function differ by at most a constant, and introduces n

Author

CHERUYIOT IAN

Language

EN