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Course Overview
Free Class To the Point Batch Only for Live Lectures
LECTURE SERIES SCHEDULE
TO THE POINT JUN 2023
(A Batch for mathematics learners that ensures your consistency to achieve your goals)
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Schedule of Classes
Start Date & End Date
Feb 20 2023 - May 31 2023
Total Classes
36 Classes
Course Curriculum
1 Subject
To the Point Capsule Course
0 Exercises • 56 Learning Materials
to the Point Course Class PDF Notes
Lec-1 Classifications of 2nd Order PDE
Lec-2 Countable Uncountable
Lec-4
Lec-5
Lec-6
Lec-7
Lec-8 Graphical Method ( LPP )
Lec-9 Rank and Trace of Matrices
Lec-10 CR Equations and analytic functions Ashish Kumar Sharma
Lec-11 Subspace Basic and Dimension by Ashish Sir SuccussTed
Lec-12 Lagrange and Charpits Method
Lec- 13 Matrix Repersentations of Linear transformations
Lec-14 Wronskian ODE
Lec-15 System of Linear Equations
Lec-16 COV
Lec-17 Laurent series Taylor series and calculus of residue
Lec-18-19 Markov Chain By Ashish Sharma Sir
Lec-20 Polynomial Ring
To The Point Course Live Test -1
to the Point Course Lectures Topic wise
Lec-1 Classification of second order PDEs | Partial Differential equations
Lec-2 Countable and Uncountable Sets | To the Point Course
Lec-3 Classifications of 2nd order PDE Doubt Class
Lec-4 Countable and Uncountable Doubt Class
Lec-5 Power Series Complete Lecture with Questions
Lec-6 Euler Phi function and No. of divisors of n and their application
Lec-7 Algebra of matrices | to the point Course
Lec-8 Graphical Method of linear programming problem
Lec-9 Rank of matrix | determinant and trace of matrices
L10- Analytic function | Cauchy Riemann Equation
lec-11 Subspace | basis and dimensions
lec-12 Lagrange & Charpit methods | partial Differential Equation
Lec-13 Matrix representation of Linear transformation | Linear Algebra
Lec-14 Wronskian | Differential Equation | Wronskian Questions Solutions
Lec-15 System of linear equations | csir net maths | Linear Algebra Course
Lec-16 classification of quadratic forms | Linear Algebra
Lec-17 Eigenvalues and eigenvectors | Cayley-Hamilton theorem
Lec-18 Taylor series | Laurent series | calculus of residues
Lec-19 Markov chain csir net | markov chain questions
Lec-19 Markov chain csir net | markov chain questions
Lec-20 Polynomial rings and irreducibility criteria | Ring Theory Course
to the Point Batch PYQs Course
Lec-1 June 2011
Lec-2
Lec-3
Lec-4 Dec 2011 PYQs
Lec-5 June 2012 csir net maths pyqs Solution
Lec-6 June 2012 csir net mathematics pyqs Solutions
Lec-7 Dec 2012 csir net mathematics pyqs Solutions
Lec-8 Dec 2012 PYQs
Lec-9 June 2013 PYQs Solutions
lEC-10 June 2013 to the point by ashish sharma sir successted
Lec-11 Dec 2013 PYQs Solution
Lec-12 Dec 2013 PYQs Solutions
Lec-13 June 2014
Lec-14 June 2014
Lec- 15 Dec 2014
Lec-16 Dec 2014
6 Mega Live Sessions 2029-2022
LEC-1 Mega Live Sessions 2019-2022 Csir net PYQs by Ashish Sharma Sir
Course Instructor
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SuccessTed
143 Courses • 6910 Students
Ashish Sharma
4 Courses • 117 Students