The Deptt. Of Mathematics in R.K.M.V , Shimla was established in the year 1977 to provide the knowledge of applied Mathematics in day today life among students. The syllabus is totally designed by the H.P.U. Shimla followed for teaching . Deptt. of Mathematics has 1 Associate Professor and 2 Assistant Professor.
Admission Criteria under CBCS System
| Course Name | Duration | Eligibility | Admission Procedure |
|---|---|---|---|
|
BA/B.Sc with Mathematics as one of the
course
|
3 Years
|
For BA , 10+2 with Mathematics as one of
the subject For B.Sc , 10+2 with Mathematics , Physics, Chemistry, English &
IT/Phy. Edn.
|
On Merit Basis
|
Student Enrollment in Mathematics
| Class | No. of Students |
|---|---|
|
BA/B.Sc 1st year
|
43
|
|
BA/B.Sc 2nd year
|
35
|
|
BA/B.Sc 3rd year
|
69
|
Dr.Rajesh Chauhan
Associate Professor
Dr.Anjula
Assistant Professor
Anita Rani Saroch
Assistant Professor| Name | Designation | Teaching Experience | E-mail ID |
|---|---|---|---|
|
Rajesh Chauhan
|
Associate Professor
|
23 Years
|
rajeshrohru@gmail.com
|
|
Anita Saroch
|
Assistant Professor
|
20 Years
|
anitasaroch15@gmail.com
|
|
Dr. Anjula
|
Assistant Professor
|
14 Years
|
anjulachauhan69@gmail.com
|
Courses Offered under CBCS
B.A./B.Sc. 1st Year
Discipline Specific Courses (DSC)
- 1. Differential Equations
- 2. Differential Calculus
B.A./B.Sc. 2nd Year
SEC( Skill Enhancement Courses)
- 1. Integral Calculus
- 2. Vector Calculus
B.A./B.Sc. 2nd Year
DSC ( Discipline Specific Courses)
- 1. Algebra
- 2. Real Analysis
B.A./B.Sc. 3rd Year
SEC ( Skill Enhancement Courses)
- 1. Transportation & Game Theory
- 2. Probability & Statistics
B.A./B.Sc. 2nd Year
DSE ( Discipline Specific Elective)
- 1. Numerical Analysis
- 2. Matrices
Specific Course Outcome of Courses offered bu Deptt. Of Mathematics are :-
| Name of Course | Course Outcome |
|---|---|
|
Differential Equations
|
Differential Eqns. have a remarkable
ability to predict the world around us. They are used in a wide variety of
disciplines like biology, economics, physics, chemistry and engineering.They can
describe exponential growth and decay, the population growth of species or the
change in investment return over time.
|
|
Differential Calculus
|
This course is designed to evaluate the
Volumes of solids using cross- section,calculate the length of an arc of a curve
when equations are given in parametric form.
|
|
Integral Calculus
|
This course is designed so that students
will able to define integrals. State the Mean Value Theorem of Calculus . Define
the natural logarithmic, natural exponential , General exponential, their
derivatives and integrals
|
|
Vector Calculus
|
Students will learn to graph,differentiate
, integrate,and solve problems involving parametric equations and Vector –Valued
functions.
|
|
Real Analysis
|
This course is designed to recognize the
basic properties of the field of real numbers, ability to apply the theorem in a
correct mathematical way.
|
|
Algebra
|
This course is designed to explain the
fundamental concepts of advanced algebra and their role in modern mathematics
and applied context. Apply problem –solving using advanced algebraic techniques
applied to diverse situations in physics, engineering and other mathematical
problems
|
|
Numerical Methods
|
This course is designed to know how to find
the roots of transcendental eqns, to understand the curve fitting for various
polynomials, It is used for solving a system of equations.
|
|
Probabilty and Statistics
|
This course is designed to define the
principal concepts about probability, Solve the problems about permutation,
Combination and Binomial Theorem, express the concept of probability and its
features, express the variance os a random variable.
|
|
Transportation and Game Theory
|
Students will get a wide knowledge of game
theory and a planet of its applications in engineering and social sciences. The
game theory brcame a popular tool for analyzing of intelligent entities in many
situations of competition or cooperation.
|