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  • Course Structure Diagram with Credits
  • Calculus II
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  • explain some concepts about mathematics.
  • analyse and interpret extreme-value problems.
  • define and illustrate linear approximations, Taylor polynomials and indeterminate forms.
  • explain concepts of sums and sigma notation, areas as limits of sums.
  • define various integrals.
  • express definite and indefinite integrals and their properties.
  • explain and use integrals of trigonometric, rational and algebric functions.
  • recognize and illustrate improper integrals.
  • Calculate integrals of rational functions.
  • express sequences and series.
  • define sequences and series.
  • explain and illustrate concepts as convergence, infinite series and power series.
  • express and use binomial series, Taylor and Maclaurin series.
  • determine whether a sequence (series) is convergent or not.
  • Expresses concepts of sequence, series and convergence.
  • Explains the convergence of a series.
  • Uses convergence tests for positive series.
  • Expresses definition os a power series.
  • Find Taylor and Maclaurin series of a function.
  • Expresses Binomial series and Binomial theorem by using Taylor and Maclaurin series.

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