Course Discription |
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*Differentiation, Roll’s theorem, mean-value theorem, L'Hôpital's rule, Taylors’ theorem, Darboux’s theorem,Riemann integral, definition and properties, improper integral, definite integrals, integral approximation and sequences of functions. Point-wise convergence, uniform convergence, interchange of limits and integration, exponential, logarithmic, trigonometric functions, convergence of infinite series, convergence tests, series of functions, interchange of integration and summation. |