All topics
Subject: MATHEMATICS
Teacher Name: Dr Neelesh Kumar Lodhi
Help Desk Number: 9717588989
| Sl No. | Year/Semester | Topic Name | Documents | Link | Date | |
|---|---|---|---|---|---|---|
| 251 | UG - 3rd Year | Linear Transformation |
 Subspace of Vector Space and spanned by set.pdf |
10/06/2021 | ||
| 252 | UG - 1st Year | Differential Calculus Paper-II |
example of sum of intercept of tangent.pdf |
10/06/2021 | ||
| 253 | UG - 1st Year | Linear programming, Paper 1 |
Convex set and it's properties , converse of theorem 5.pdf |
09/06/2021 | ||
| 254 | PG - I Semester | Linear Algebra Paper-III |
Inner product space properties.pdf |
09/06/2021 | ||
| 255 | UG - 1st Year | Linear programming, Paper 1 |
Convex set theorems.pdf |
08/06/2021 | ||
| 256 | PG - I Semester | Abstract Algebra, Paper 1 |
Field and Subfield.pdf |
08/06/2021 | ||
| 257 | UG - 3rd Year | Linear Algebra Paper-VI |
System of Linear Equations.pdf |
08/06/2021 | ||
| 258 | UG - 1st Year | Differential Calculus Paper-II |
Normal Equation at pont p (x,y) and example.pdf |
08/06/2021 | ||
| 259 | PG - I Semester | Abstract Algebra, Paper 1 |
Polynomial Ring.pdf |
07/06/2021 | ||
| 260 | UG - 1st Year | Linear Programming , Paper 1 |
Convex set hyperplane,convex hull, convex function.pdf |
07/06/2021 | ||
| 261 | PG - I Semester | Linear Algebra |
H be a hermitian form on V and T_ V into V then prove that H -unitary operator iff H(Tx,Ty)=H(x,y).pdf |
07/06/2021 | ||
| 262 | UG - 1st Year | Differential Calculus Paper-II |
Second Form of Tangent with example.pdf |
07/06/2021 | ||
| 263 | UG - 3rd Year | Group theory , Paper 6 |
Group theory.pdf |
05/06/2021 | ||
| 264 | UG - 3rd Year | Attraction and Potential, Paper 7 |
Find the potentail of solid sphare at any point.pdf |
05/06/2021 | ||
| 265 | PG - I Semester | Linear Algebra Paper-III |
Theorem of T is unitary then T preserves inner products.pdf |
05/06/2021 | ||
| 266 | UG - 3rd Year | Linear Algebra Paper-VI (Group C) |
Linear combination Linear Span and Linear dependence Linear independence.pdf |
05/06/2021 | ||
| 267 | PG - I Semester | Abstract Algebra , Paper 1 |
Roots of polynomial in extension field.pdf |
04/06/2021 | ||
| 268 | UG - 1st Year | Linear programming, Paper 1 |
Convex combination of two point areinfinite in number.pdf |
04/06/2021 | ||
| 269 | UG - 3rd Year | Linear Algebra Paper-VI (Group C) |
Examples of Vector Space.pdf |
04/06/2021 | ||
| 270 | PG - I Semester | Abstract Algebra , Paper 1 |
Simple extension and algebraic extension of field.pdf |
03/06/2021 | ||
| 271 | UG - 1st Year | Linear Programming , Paper 1 |
Convex set hyperplane,convex hull, convex function.pdf |
03/06/2021 | ||
| 272 | UG - 3rd Year | Vector Space Paper-VI (Group C) |
Definition of Binary Composition Group Feild and Vector Space Properties.pdf |
03/06/2021 | ||
| 273 | PG - I Semester | Abstract Algebra , Paper 1 |
Radicals with prime exponents.pdf |
02/06/2021 | ||
| 274 | UG - 3rd Year | Attraction and Potential , Paper 7 |
Problem on equipotential surfaces.pdf |
02/06/2021 | ||
| 275 | PG - I Semester | Linear Algebra Paper-III |
Theorem based on adjoint and unitary operator.pdf |
02/06/2021 |