Lesson 1 of 35 • 54 upvotes • 8:23 mins
Basic concept of complex number and explanation of Modulus and Argument of complex number
35 lessons • 6 h 47 m
Concept of Complex Number and Polar Form of Complex Number (in Hindi)
Complex Number Problems Based on Gate 2018 (in Hindi)
Complex Number Problems Based on Gate 2004 and 2005 (in Hindi)
Method to find Argument within 2 Mins and Concept of Conjugate (in Hindi)
Explanation of Important Properties of Modulus and Argument of Complex Number (in Hindi)
Function of Complex Number useful for GATE/NET/NBHM/And many exams.
Concept of Limit,Continuity and Differetiability with example useful for GATE/NET/NBHM/And manexams
Most Important Problem based on limit in POLAR CO-ORDINATE.
Analytic Function useful for GATE/NET/NBHM/And many exams.
Full concept of Cauchy-Riemann Equation with Example.
Partial Derivatives at a Point full Explanation with Example
Cauchy Riemann Equation in Polar Co-ordinates useful for GATE/NET/NNBH/ISI M/And many exams.
Harmonic Function and problem from NET JUNE 2015 Question Paper.
Problem from GATE PREVIOUS YEAR Paper solution with SHORT TRICK.
Important Problems useful for GATE/NET/NBHM/And many exams.
Method of Constructing Analytic Function
Method of constructing Analytic function useful for CSIR NET/GATE/UNIVERSITY ENTRANCE EXAMS.
Most Important Problem Useful for GATE/ CSIR NET /University Entrance exams and many exams.
Problems from previous years question paper.
Singularity(part-1) useful for NET/GATE/NBHM/ISI-M/and Many exams
Singularity(part-2) useful for NET/GATE/NBHM/ISI-M/and Many exams
Singularity(part-3) useful for NET/GATE/NBHM/ISI-M/and Many exams
Explanation of ENTIRE AND MEROMORPHIC functions useful for NET/GATE/NBHM/and many exams.
Problems from singularity
Problem from CSIR-NET 2014 QUESTION PAPER.
Problem from GATE-2009
SOLVED QUE. PAPER GATE-2005.
Explanation of Complex Integration with Example.
Cauchy Theorem and Cauchy Integral formula useful for GATE/NET/NBHM/And many exams.
Problems based on Cauchy Integral Formula.
Problem based on Cauchy Integral Formula.
Concept of OMEGA.
Lecture(Hindi): Definition of Cauchy Residue with Important Formulas.
Lecture(Hindi): Problems from Cauchy Residue PART-1.
Lecture(Hindi): Problems from Cauchy Residue PART-2.