About Department

The Department of Mathematics is one of the major department which was established in 2001.Since its inception it has created so many responsible and well settled persons.Initially in 2001,it was started with the conventional course MPC in Telugu medium with 60 intake.It comprises two lecturers.Gradually it developed as one of the biggest department with three branches and approximately with 420 students.

• 1.Mathematics,Physics,Chemistry – 2001 ( intake 60).
• 2.Mathematics,Physics,Computer Science – 2005( intake 50).
• 3.Mathematics,Data Science,Computer Science – 2021 (intake 30).

Objectives:-

1. To apply problem solving methods and logical skills to develop Under Graduate Internship chances and to encounter the changes in the competitive world.
2. To develop self – confidence and self sufficiency among the student community.

Goals:-

1. To encourage the students to participate in seminars/workshops.
2. To prepare the students for higher education and job oriented courses.
3. To offer Certificate courses in Mathematics

Teaching Staff

NAME	Designation	Qualification	Photo	Profile
Mutyala Venkateswara Rao	Lecturer	MSc. M. Phil		click here
D.M.Ratna Kumari	Contract lecturer in Mathematics	M.Sc B. Ed		click here

No previously worked teaching staff found.

Programs Offered

S.No	Year of Starting	Title of the Program	LEVEL (UG,PG)	Duration (in Years)	Sanctioned Annual Intake
1	2001	B.SC (MATHS, PHYSICS, CHEMISTRY)	UG	3	60
2	2005	B.SC (MATHS, PHYSICS, COMPUTER SCIENCE)	UG	3	50
3	2019	B.SC (MATHS, DATA SCIENCE, COMPUTER SCIENCE)	UG	3	30

MATHEMATICS SYLLABUS

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CBCS 2020-21 Regulation

SEMESTER	NAME OF THE PAPER	Syllabus
I	DIFFERENTIAL EQUATIONS	click here
II	THREE DIMENSIONAL ANALYTICAL SOLID GEOMENTRY	click here
III	ABSTRACT ALGEBRA	click here
IV	R.A/L.A	click here
V	VECTOR CALCULUS & INTEGRAL TRANSFORMS	click here

CBCS 2015-16 Regulation

SEMESTER	NAME OF THE PAPER	Syllabus
II	SOLID GEOMETRY	click here
IV	REAL ANALYSIS	click here
V	RING THEORY AND VECTOR CALCULUS AND LINEAR ALGEBRA	click here
VI	ELECTIVE AND CLUSTERS	click here

Course Outcomes

COURSE I : DIFFERENTIAL EQUATIONS
Course Outcomes:After successful completion of this course, the student will be able to
CO 1. Solve linear differential equations
CO2. Convert non exact homogeneous equations to exact differential equations by using integrating factors.
CO3. Know the methods of finding solutions of differential equations of the first order but not of the first degree.
CO4. Solve higher-order linear differential equations, both homogeneous and non homogeneous, with constant coefficients.
CO5.Understand the concept and apply appropriate methods for solving differential equations.

COURSE II : ANALYTICAL SOLID GEOMETRY
Course Outcomes: After successful completion of this course, the student will be able to
CO 1. Get the knowledge of planes.
CO 2. Basic idea of lines, sphere and cones.
CO 3. Understand the properties of planes, lines, spheres and cones. CO4. Express the problems geometrically and then to get the solution.

COURSE III : ABSTRACT ALZEBRA
Course Outcomes: After successful completion of this course, the student will be able to
CO 1. Acquire the basic knowledge and structure of groups, subgroups and cyclic groups.
CO 2. Get the significance of the notation of a normal subgroups.
CO 3. Get the behaviour of permutations and operations on them.
CO 4. Study the homomorphisms and isomorphisms with applications.
CO5. Understand the ring theory concepts with the help of knowledge in group theory and to prove the theorems.
CO 6. Understand the applications of ring theory in various fields.

COURSE IV : REAL ANALYSIS (PAPER-4)

Course Outcomes: After successful completion of this course, the student will be able to
CO 1. Get clear idea about the real numbers and real valued functions.
CO 2. Obtain the skills of analyzing the concepts and applying appropriate methods for testing convergence of a sequence/series.
CO3. Test the continuity and differentiability of a function.
CO 4. know the geometrical interpretation of mean value theorems.
CO 5. Get the knowledge about Riemann integration of a function.

COURSE IV: LINEAR ALZEBRA (PAPER 5)

COURSE V : RING THEORY & VECTOR CALCULUS: (PAPER 5)

Course Outcomes:After successful completion of this course, the student will be able to;
CO 1. Understand the concepts of rings and their properties.
CO 2. Understand the concepts of homomorphism, kernel, maximal ideals and their properties.
CO3. Will get the knowledge of differentiable operators gradient,divergence curl operators and their formulas.
CO4. Learn the concept of line integral, surface integral, volume integrals with examples.
CO5: Analyse the theorems of Gauss Stokes Greens theorem in plane and applications.

COURSE VI : LINEAR ALGEBRA: (PAPER 6)

Course Outcomes:After successful completion of this course, the student will be able to
CO 1. Understand the concepts of vector spaces, subspaces, basises, dimension and their properties.
CO 2. Understand the concepts of linear transformations and their properties.
CO3. Apply Cayley- Hamilton theorem to problems for finding the inverse of a matrix and higher powers of matrices without using routine methods
CO4 . learn the properties of inner product spaces and determine orthogonality in inner product spaces.

COURSE VII: NUMERICAL ANALYSIS(PAPER VII)

COURSE OUTCOMES: After successful completion of this course, the student will be able to;
CO1: Ability to find solutions for algebraic equations, and ordinary differential equations.
CO2: calculating the errors and approximations in numerical methods.
CO3: Analysis of finite differences for equal intervals and unequal intervals
CO4: Solve an algebraic or transcendental equation using an appropriate numerical methods.
CO5: Analysis of finite differences for unequal intervals.

Program Outcomes

B.Sc MPC
PO 1: This course forms the basis of science for coherent understanding of the academic field to pursue multi and inter-disciplinary science careers in future. (MPC)
PO 2: Able to plan and execute experiments or investigations, analyse and interpret data information collected using appropriate methods (Practical Paper)
PO 3: It helps to develop scientific temper and thus can prove to be more beneficial for the society as the scientific developments can make a nation or society to grow at a rapid pace through research. (Renewable Energy Project)
PO 4: Students can Apply discrete probability distributions. (Survey)
PO 5: Discuss debate and communicate in a clear and logical way, with graduates other fields. (Seminar)
PO 6: Demonstrate skills and competencies to conduct scientific experiments & data analysis.
PO 7: Bachelor of Science offers theoretical as well as practical knowledge about different subject areas.
PO 8: Knowledge acquired through field trips/industrial tours is useful for their job work.


B.Sc MPCS
PO 1: Bachelor of Science offers theoretical as well as practical knowledge about different subject areas.
PO 2: This course forms the basis of science for coherent understanding of the academic field to pursue multi and inter-disciplinary science careers in future. These subject areas include Physics, Chemistry, Mathematics, Computer Science, Acqua culture and Zoology.
PO 3: Able to plan and execute experiments or investigations, analyze and interpret data information collected using appropriate methods.
PO 4: It helps to develop scientific temper and thus can prove to be more beneficial for the society as the scientific developments can make a nation or society to grow at a rapid pace through research.
PO 5: Be able to program fluently in one or two programming languages.
PO 6: Understand the major programming paradigms and be able to learn a new programming language in a fairly short time and understand standard techniques for solving a problem on a computer, including programming techniques and techniques for the representation of information.
PO 7: Understand the basic theory of computer architectures, the nature of operating systems and compilers, software development process, and how information technology affects society, business and the individual.
PO 8: Be able to effectively communicate with persons who are not technically versed in the subject.

Previous/Model Question Papers

Department	Semester	Subject	Paper	Download File
MATHEMATICS	I			Download

Time Table

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Student Profile

Department Meetings

ACADEMIC YEAR	DEPARTMENT MINUTES
2015-16	click here
2015-16	click here
2016-17	click here
2018-19	click here
2018-19	click here
2018-19	click here
2019-20	click here
2020-21	click here
2021-22	click here

Department Activities

DATE	NAME OF THE ACTIVITY	REPORT
2023-10-11	Guest Lecture -sena ias	click here
2023-03-14	PI Day	click here
2022-06-05	WORLD ENVIRONMENT DAY	click here
2022-03-14	PIE DAY	click here
2021-12-31	Exchange of Staff and Student (Under MoU with KBN College,Vijayawada)	click here
2021-12-22	MATHS DAY CELEBRATIONS	click here
2021-12-18	TRADE FAIR	click here
2021-12-14	ENERGY CONSERVATION DAY	click here
2021-11-25	GUEST LECTURE	click here
2020-02-28	NATIONAL SCIENCE DAY	click here
2020-02-20	FIELD TRIP	click here
2020-02-07	QUIZ COMPETITIONS	click here
2020-01-10	RANGOLI COMPETITIONS	click here
2019-12-22	MATHS DAY CELEBRATIONS	click here
2019-12-20	ESSAY WRITING COMPETITIONS	click here
2019-08-22	GUEST LECTURER	click here
2019-07-02	Guest lecture by Badari	click here
2019-02-28	QUIZ PARTICIPANTS LIST AND CELEBRATIONS	click here
2019-02-28	SCIENCE DAY CELEBRATIONS	click here
2019-02-28	Guest lecture by Subhakar	click here
2019-01-08	ICT TEACHING	click here
2019-01-08	VIJAYAWADA BOOK FEST	click here
2018-12-22	MATHS DAY	click here
2018-12-22	EXTENSION ACTIVITY	click here
2018-12-06	PROBLEM SOLVING SESSION	click here
2018-11-17	STUDENT SEMINAR	click here
2018-10-06	MATHS QUIZ	click here
2018-10-04	STUDENT SEMINAR	click here
2018-09-19	Guest Lecture	click here
2017-12-22	MATHS DAY	click here

Results Analysis

Result Analysis

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Student Progression

Publications

No research publications found for the mathematics department.