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Mathematics - I

S.No Sub Titile Video Links
Lecture 1 Introduction to Binomial Series Click here
Lecture 2 Binomial Series Problems – 1 Click here
Lecture 3 Binomial Series Problems – 2 Click here
Lecture 4 Binomial Series Problems – 3 Click here
Lecture 5 Problems based on Expansions and Approximations – Part – 1 Click here
Lecture 6 Problems based on Expansions and Approximations – Part – 2 Click here
Lecture 7 Exponential Series – Introduction – Simple Problems Click here
Lecture 8 Exponential Series Problems – 1 Click here
Lecture 9 Exponential Series Problems – 2 Click here
Lecture 10 Logarithmic Series Introduction – Simple Problems Click here
Lecture 11 Logarithmic Series Problems – 1 Click here
Lecture 12 Logarithmic Series Problems – 2 Click here
Lecture 13 Problems based on Summation of Series Click here
S.No Sub Titile Video Links
Lecture 1 Introduction to Matrices Click here
Lecture 2 Types of Matrices with Examples Click here
Lecture 3 Special Types of Matrices Click here
Lecture 4 Operation of Matrices with Examples Click here
Lecture 5 Problems based on Eigen Values and Eigen Vectors of a Real Matrix – 1 Click here
Lecture 6 Problems based on Eigen Values and Eigen Vectors of a Real Matrix – 2 Click here
Lecture 7 Problems based on Eigen Values and Eigen Vectors of a Real Matrix – 3 Click here
Lecture 8 Problems based on Eigen Values and Eigen Vectors of a Real Matrix – 4 Click here
Lecture 9 Cayley Hamilton Theorem Introduction – Problems – Part – 1 Click here
Lecture 10 Cayley Hamilton Theorem  Problems – Part – 2 Click here
Lecture 11 Cayley Hamilton Theorem  Problems – Part – 3 Click here
Lecture 12 Cayley Hamilton Theorem  Problems – Part – 4 Click here
Lecture 13 Orthogonal Reduction of a Symmetric Matrix to Diagonal Form Problem – Part – 1 Click here
Lecture 14 Diagnolised Problem – Part – 2 Click here
Lecture 15 Diagnolised Problem – Part – 3 Click here
Lecture 16 Diagnolised Problem – Part – 4 Click here
Lecture 17 Diagnolised Problem – Part – 5 Click here
Lecture 18 Diagnolised Problem – Part – 6 Click here
Lecture 19 Diagnolised Problem – Part – 7 Click here
Lecture 20 Diagnolised Problem – Part – 8 Click here
Lecture 21 Diagnolised by Orthogonal Transformation Problem Part – 1 Click here
Lecture 22 Diagnolised by Orthogonal Transformation Problem Part – 2 Click here
Lecture 23 Diagnolised by Orthogonal Transformation Problem Part – 3 Click here
Lecture 24 Diagnolised by Orthogonal Transformation Problem Part – 4 Click here
Lecture 25 Diagnolised by Orthogonal Transformation Problem Part – 5 Click here
Lecture 26 Diagnolised by Orthogonal Transformation Problem Part – 6 Click here
S.NoSub TitileVideo Links
Lecture 1Introduction to Expansion of sin nθ, cos nθ – Simple ProblemsClick here
Lecture 2Simple Problems based on sin nθClick here
Lecture 3Problems based on sin nθ and cos nθ – 1Click here
Lecture 4Problems based on sin nθ and cos nθ – 2Click here
Lecture 5Problems based on Powers of sinθ and cosθ – 1Click here
Lecture 6Problems based on Powers of sinθ and cosθ – 2Click here
Lecture 7Expansions of 〖sin〗^n θ Problem – Part -1Click here
Lecture 8Expansions of 〖sin〗^n θ Problem – Part -2Click here
Lecture 9Expansions of 〖sin〗^n θ Problem – Part -3Click here
Lecture 10Expansions of 〖sin〗^n θ Problem – 2Click here
Lecture 11Expansions of  〖cos〗^n θ Problem – 1Click here
Lecture 12Expansions of  〖cos〗^n θ Problem – 2Click here
S.NoSub TitileVideo Links
Lecture 1Introduction to DifferentiationClick here
Lecture 2Differentiation FormulaeClick here
Lecture 3Basic concepts of DifferentiationClick here
Lecture 4Differentiation Problems – 1Click here
Lecture 5Differentiation Problems – 2Click here
Lecture 6Elementary differentiation Methods Problems -1Click here
Lecture 7Elementary differentiation Methods Problems -2Click here
Lecture 8Differentiation Problem – Part -1Click here
Lecture 9Differentiation Problem – Part -2 Parametric Functions Problem – 1Click here
Lecture 10Parametric Functions Problem -2Click here
Lecture 11Implicit Functions ProblemClick here

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