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Engineering Mathematics II

The following topics will be covered in Engineering Mathematics in semester II.

Engineering Mathematics II Sample Problems

Table of Contents

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  • Sequence and Series
    • Sequence
    • Infinite Series
    • Fourier Series
  • Complex Analysis
  • Differential Equation

Sequence and Series

Sequence

  • Sequence: Definition, Types, Examples
  • Bounded Sequence
  • Monotonic Sequence
  • Limit of a Sequence
  • Convergence of a Sequence

Infinite Series

  • Convergence of a Series
  • Comparison Test for Series
  • Ratio Test for Series
  • Root Test for Series
  • Alternating Series and Leibnitz’s Test
  • Absolute and conditional convergence
  • Power Series

Fourier Series

  • Even and Odd Functions
  • Orthogonal and Orthonormal Functions
  • Fourier Series: Definition, Formula, Solved Examples
  • Fourier Series of Even and Odd Functions
  • Periodic Functions
  • Fourier Series of a Periodic Function
  • Half range Fourier Sine & Cosine series
  • Fourier Series of |x|

Complex Analysis

  • Complex Differentiation
  • Cauchy-Riemann Equation
  • Cauchy-Riemann Equation in Polar Form
  • Analytic Function
  • Cauchy Integral Theorem and Formula
  • Zeros and Singularities: Types, Examples, Residue, Theorem
  • Order of Pole, Residue at Pole

Differential Equation

  • Form ODE by Eliminating arbitrary constants
  • Integrating Factor of a Differential Equation with Solved Examples
  • How to Find Particular Integral
  • Variation of Parameters
  • Cauchy-Euler Equation with Solved Problems
Engineering Mathematics II Sample Problems

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