Канал: Silpi Verma

Finding the integrating factors of xdy-ydx=0 || ODE || CSIR- UGC NET (Mathematical Sc.)

Finding the integrating factors of xdy-ydx=0 || ODE || CSIR- UGC NET (Mathematical Sc.)

Detailed solution of CSIR-NET mathematical Sc. 2015 ODE question.

Detailed solution of CSIR-NET mathematical Sc. 2015 ODE question.

ODE -CSIR NET 2011 question's detailed solution

ODE -CSIR NET 2011 question's detailed solution

Convergence of the series (1/(log n)^(log n ))

Convergence of the series (1/(log n)^(log n ))

Finitely oscillating series || Real analysis ||CSIR-NET (Mathematical Sc.)

Finitely oscillating series || Real analysis ||CSIR-NET (Mathematical Sc.)

Prove that the sequence √(n+1)-√n is monotonic, bounded and convergent|| Real analysis

Prove that the sequence √(n+1)-√n is monotonic, bounded and convergent|| Real analysis

Checking convergence of the series( (-1)^n)/n || Leibniz test of altering series

Checking convergence of the series( (-1)^n)/n || Leibniz test of altering series

The series is convergent iff ||csir net june-2017|| Real analysis

The series is convergent iff ||csir net june-2017|| Real analysis

Which set of functions is/are uncountable?|CSIR- NET| mathematical sciences| June 2015

Which set of functions is/are uncountable?|CSIR- NET| mathematical sciences| June 2015

Finite, countable and uncountable sets | Real analysis|CSIR-NET(mathematical Sc.)

Finite, countable and uncountable sets | Real analysis|CSIR-NET(mathematical Sc.)

CSIR NET (Mathematical Sciences) | Linear Algebra | previous year questions

CSIR NET (Mathematical Sciences) | Linear Algebra | previous year questions

Jordan canonical form

Jordan canonical form

Cayley Hamilton theorem | minimal polynomial | Linear Algebra | CSIR-NET(Mathematical Sciences)

Cayley Hamilton theorem | minimal polynomial | Linear Algebra | CSIR-NET(Mathematical Sciences)

Characteristic polynomial, Eigenvalues,eigenvectors of a matrix.

Characteristic polynomial, Eigenvalues,eigenvectors of a matrix.

Matrix inverse | Vector Space | Linear Algebra

Matrix inverse | Vector Space | Linear Algebra

Basis and dimension of a vector space (Linear Algebra)

Basis and dimension of a vector space (Linear Algebra)

Linear dependence and independence | Vector Space | (Linear Algebra)

Linear dependence and independence | Vector Space | (Linear Algebra)

Linear combination and linear span | Linear Algebra

Linear combination and linear span | Linear Algebra

Block matrices | Linear Algebra | CSIR NET

Block matrices | Linear Algebra | CSIR NET

Vector Space and Subspaces (Linear Algebra)

Vector Space and Subspaces (Linear Algebra)

Types of matrices (Part 2)

Types of matrices (Part 2)

Types of matrices

Types of matrices

CSIR NET questions from real analysis (Part 2)

CSIR NET questions from real analysis (Part 2)

CSIR NET questions on real analysis (Part -1)

CSIR NET questions on real analysis (Part -1)

Contour integration

Contour integration

Line Integral in Complex analysis part 2

Line Integral in Complex analysis part 2

Line Integral in Complex analysis Part-1

Line Integral in Complex analysis Part-1

Complex Logarithmic Functions

Complex Logarithmic Functions

Complex Exponential function

Complex Exponential function

CSIR NET questions from complex analysis

CSIR NET questions from complex analysis

Linear equation with constant coefficients (particular integral )

Linear equation with constant coefficients (particular integral )

linear equation with constant coefficient

linear equation with constant coefficient

Analytic functions

Analytic functions

Integrating factors(Differential equations)

Integrating factors(Differential equations)

Speed distance and time tricks

Speed distance and time tricks

Exact differential equations of first order and first degree .

Exact differential equations of first order and first degree .

Last two digit of a number

Last two digit of a number

Homogeneous Ordinary Differential Equations .

Homogeneous Ordinary Differential Equations .

last digit of a number

last digit of a number

Differential Equations (Part 1 ).

Differential Equations (Part 1 ).

Questions related to functions.

Questions related to functions.

One-One and Onto function.

One-One and Onto function.