Kurukshetra

4) Numericals on Geometric Progression

3) Geometric progression - Numericals (CBSE board)

2) Geometric Progression (PART 2) cbse board

1) Geometric progression ( General term and sum of the terms in GP) part 1

Arithmetic Progression (Sequence and Series )

Dot and Cross product of two vectors.

Differential equation

basics of circle(12th maths)

intersection and union of vector subspaces..

vector subspace with example...

example and general properties of vector space..

basic introduction of vector space

1) Cauchys Reimann eq 2)derivative of analytic fun 3) CR eq in polar form 4)derivative in polar form

Analytic function # basic introduction # bsc 5 th sem

(06) Higher order PDE | non homogeneous linear PDE | reducible, irreducible | CF ( Bsc 4 th sem)

(05) Higher order PDE | homogeneous linear PDE | how to find particular integral for any function |

(04) homogeneous linear PDE | how to find particular integral PI | ( bsc 4th sem )

(03) higher order PDE ,homogeneous linear PDE | how to find CF | ( bsc 4 th sem )

(02) higher order PDE | 2nd order PDE | type 3

(01) higher order PDE | ( 2nd order PDE) type 1,2

(06) Jacobis method to solve PDE (bsc 4 th sem)

(05) charpits method (BSC 4th sem)

(04) compatible differential Equation ... bsc 4 th sem

(03) integral surface of Linear PDE through a given curve..( bsc 4 th sem )

(02) Lagranges method To solve linear PDE ...bsc 4 th sem ppr 1

(01) partial differential eq bsc 4 th sem..

5) Natanis method to solve pfaffian DE ( bsc 4th sem )

4) homogeneous DE (pfaffian DE) bsc sem 4

3) pfaffian or total differential eq ( bsc 4 th sem )

2) ODE more than 2 variables ..method 2 3 ( bsc 4th sem ppr 1 )