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4:06:21

MAT3705 UNISA | Complex Analysis | Imaginary Parts | Cauchy -Riemann Equations | Cauchy-Goursat Thm

2:10:56

MATH141 UKZN | Polar graphs / Curves Sketching | Cardioid | Limacon

2:07:34

MAT3705 UNISA| Complex Analysis | Rouche's Theorem | Argument Principle | Annulus | Contour | Zeros

2:08:34

MAT3705 UNISA:Definite Integrals | Cauchy Residue Theorem | Contour Integration | Argument Principle

2:03:09

MATH141 UKZN| Polar Curves coordinates | Cardiod | Cartesian equation and polar equation conversion

2:08:14

MAT3705UNISA|Complex Analysis|Applications of Residues|Cauchy's Residue Theorem|Definite Integrals

2:14:17

APM3711 UNISA: Power Method | Pade' Approximation | Economized Truncated Power Series | Chebyshev

2:06:27

MATH141 UKZN:Parametric Curves|Arc Length|Polar Coordinates and Rectangular Coordinates conversion

1:00:13

MATH141UKZN|Arc Length|Horizontal &Vertical tangent line|Parametric Curves|Equation of tangent line

2:04:51

MAT3705 UNISA|Complex Analysis|Applications of Residues|Contour Integration|Multiple-Valued Function

2:09:13

PHYSICS UKZN : Physical Optics | Huygen's Principle | Young's double slit experiment

1:14:38

PHYSICS UKZN : Physical Optics | Huygen's Principle

4:17:47

MAT3705 UNISA|Complex Analysis | Applications of Residues | Contour Integration | Improper Integrals

1:47:33

MAT3705 UNISA| Complex Analysis| Applications of Residues | Contour Integration | Improper Integrals

2:07:33

MAT3705 UNISA | Complex Analysis | Applications of residues | Contour Integral | Improper Integrals

1:57:31

MAT3705 UNISA|Complex Analysis|Cauchy-Riemann Equations |Real and Imaginary Parts | Solve | Sketch

2:03:28

APM3711 UNISA| Numerical Methods | Power Method | Gerschgorin's Circle Theorems| Dominant Eigenvalue

2:34:36

MATH141 UKZN Calculus|Sketching Parametric Curves by eliminating t |Find derivatives dy/dx d^2y/dx^2

2:05:20

MAT3705 UNISA| Cauchy Principal Value|Laurent's Theorem|Jordan's Lemma|Contour & Improper Integrals

2:13:33

APM3711:Numerical Methods II |Method of Finite Differences|Adams Moulton Method|Difference Equation

4:05:24

MAT3705 UNISA:Complex Analysis|Residues|Contour Integration|Cauchy's Residue Theorem|Laurent Series

2:14:08

MAT3705 UNISA | Complex Analysis | Laurent Series |Contour Integration | Maclaurin Series |Residues

4:08:55

MAT3705 UNISA | Complex Analysis |Laurent Series |Taylor Series | Maclaurin Series |Residues | Poles

1:15:21

MATH141 UKZN | Power Series | Taylor Series | Maclaurin Series | Tutorial 8 | Limits | Indeterminate