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Lecture Notes

UNIT 1:
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Double integration in Cartesian co
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Change of order of integration
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Application of double integral
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Triple integration
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Triple integration Volume as solid
UNIT 2:
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Divergence and Curl
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Introduction vector algebra
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Greens theorem
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Stokes theorem
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Gauss Divergence Theorem
UNIT 3:
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Derivative of f(z)- Analytic function
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Cauchy Riemann Equation problems
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Harmonic Conjugates
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Construction of Analytic function
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Conformal mapping
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Bilinear Transformation
UNIT 4:
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Cauchy’s integral theorem