Mathematics
Brief Description
Department of Mathematics
Head of the Department : Smt. Meena Chandrashekhar Manglurkar.
Established on :1993
Blog URl : https://deptmathama.blogspot.com/
| Sr. No | Name of the Faculty | Experience | Qualification |
|---|---|---|---|
| 1 | Smt.M.C.Manglurkar | 29 years | M.Sc. M.Ed. |
Research Contribution Nil
| Name- |
| H-index |
| No. of Papers Published |
| No. of Papers Presented |
| No. of Research Project(s) |
Conference/ Seminar/ Workshop organized: Nil
| Sr. No. | Title of Conference/ Seminar/ Workshop | Date | Sponsoring agency |
|---|---|---|---|
Departmental Library : No. of Books- Nil
Alumni Interaction : --------
Parent Communication : ---------
Highlights : 100% results of B.Sc.II
Other :------
| Asst. Prof. Sou. M.C. Manglurkar | |
|---|---|
| Conference(s)/Seminar(s)/Workshop(s) attended | 09 |
| Orientation Course(s) | Nil |
| Refresher Course(s) | Nil |
| Other Course(s) | Nil |
Objective
- To inclulcate the basic concepts of Mathematics.
- To enable the students to use the concepts and help them to understand the principles of the subject.
- To use these concepts in everfday life.
- To enable the students to understand the relation between Mathematical principles and there applications.
- To get the vision of the prospective area for the research.
- To enthuse the students to study the Mathematics and to do excrecises in respec to.
Course Outcome
B.Sc.-1 -
Course Learning Outcomes: Upon successful completion of the course students will able to:
Course code: DSC – A5 Title of course: Calculus
1. Evaluate the limit and examine the continuity of a function at a point.
2. Understand the consequences of mean value theorems for differentiable functions.
3. Apply Leibnitz theorem to obtain higher derivatives of product of two differentiable functions.
Course code: DSC – A6 Title of course: Differential
1. Understand types of differential equations.
2. Solve different types of ordinary differential equations.
3. Understand applications of differential equations.
Course code: DSC – B5 Title of course: Multivariable Calculus
1. Learn conceptual variations while advancing from one variable to several variables in calculus.
2. Set up and solve optimization problems involving several variables.
3. Learn the concept of Jacobian of a transformation.
Course code: DSC – B6 Title of course: Basic Algebra
1. Use fundamental concepts in Mathematics like sets, relations and functions.
2. Use fundamental concepts in Number theory.
3. Solve examples on congruence.
4. Determine n th roots of unity.
5. Understand various properties of hyperbolic functions.
B.Sc.-2
Course Learning Outcomes: Upon successful completion of the course students will able to:
Course Code: DSC – 5C Title of Course: Real Analysis–I
- understand types of functions and how to identify them.
- use mathematical induction to prove various properties.
- understand the basic ideas of Real Analysis.
- prove order properties of real numbers, completeness property and the Archimedean property.
Course Code: DSC – 6C, Title of Course: Algebra–I
1. understand properties of matrices
2. solve System of linear homogeneous equations and linear non-homogeneous
equations.
3. find Eigen values and Eigen vectors.
4. construct permutation group and relate it to other groups.
5. classify the various types of groups and subgroups.
Course Code: DSC – 5D , Title of Course: Real Analysis – II
1. understand sequence and subsequence.
2. prove The Bolzano-Weierstrass Theorem.
3. derive Cauchy Convergence Criterion.
4. find convergence of series.
5. apply Leibnitz Test.
Course Code: DSC – 6D ,Title of Course: Algebra-II
1. prove Lagrange’s theorem.
2. derive Fermat’s theorem.
3. understand properties of normal subgroups, factor group.
4. define homomorphism and isomorphism's in group and rings.
5. derive basic properties of rings and subrings.
Program Outcome
Coming Soon...
Program Specific Outcome
Coming Soon...
Highlights
1. Study Tour
2. Seminar
3. Quiz Test
Faculty
Assistant Professor