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nikhil.gupta34@gmail.com
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In this video we will discuss
1. Introduction of analytic function @ 0:09 min.
2. Necessary condition for a function to be analytic(Derivation of c-r equation) @ 2:00 min.
WATCH ALSO:
**Sufficient Condition for a Function to be Analytic with proof
• Sufficient Condition f...
Extension of Cauchy's Integral Theorem (detailed proof)
• Extension of Cauchy's ...
Cauchy's Integral Formula (Proof)
• Cauchy's Integral Form...
Cauchy-Riemann equations (c-r equations)...necessary condition for analytic function
• Cauchy-Riemann equatio...
Polar form of C-R Equations (Proof by 2 different Methods)
• Polar form of C-R Equa...
Cauchy Integral Theorem
• Cauchy Integral Theorem
Conformal Mapping (complex analysis)
• Conformal Mapping (com...
Milne Thomson Method (Detailed proof in Hindi)
• Milne Thomson Method (...
Epsilon Delta Definition of Limit...detailed explanation in Hindi
• Epsilon Delta Definiti...
Examples on Epsilon Delta Definition of Limit (for 1 variable functions)
• Examples on Epsilon De...
limit of bivariate function in Hindi...logical explanation with 2 different Examples
• limit of bivariate fun...
Limit of Bivariate Functions Examples
• Limit of Bivariate Fun...
Epsilon-Delta Definition of Limit example for two variable functions
• Epsilon-Delta Definiti...
Epsilon-Delta definition of limit trigonometry related example
• Epsilon-Delta definiti...
Maxima and Minima For two variable functions (Extreme Values of a function)
• Maxima and Minima For...
Example related to extreme values
• Maxima and Minima For...
Extreme Values Trigonometry related Example
• Maxima and Minima For...
Maxima and Minima for 1 variable functions (class 12)
• Maxima and Minima for ...
ORTHOGONAL CIRCLES (condition with proof)
• ORTHOGONAL CIRCLES (co...
Rolle's Theorem and Mean Value Theorem
• Rolle's Theorem and Me...
PLAYLISTS LINK :
1. Cauchy integral formula and proof
• Cauchy Integral Theore...
2. Maxima & Minima (Extreme Values)
• Maxima & Minima (Extre...
3. ε-δ Definition of Limit
• ε-δ Definition of Limit
4. BSc Mathematics
• BSc Mathematics