KVRKVRMKR

kvrkvr_mkrcollege@yahoo.co.in, kvrkvrmkrc@gmail.com

086432 58745

ESTD-1981

KVR KVR & MKR COLLEGE

KHAJIPALEM, BAPATLA DISTRICT, ANDHRA PRADESH -522329

Affiliated to Acharya Nagarjuna University

(Sponsored by Manthena Venkata Raju Seva Samithi)

NAAC B++

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Department of Mathematics

About Department


The department of Mathematics was established in 1981. Presently there are two faculty are working in the department. The faculties of the department enrich the student’s knowledge and improve Numerical skills to the needs of the society. The department extends its services to prepare the students in competitive examinations.

Faculty
  S.No   Name   Designation   Qualification   Photo
  01   Sri K.Suresh Kumar   Lecturer   M.Sc., B.Ed.
  02   Kum.P.Naga Gowthami   Lecturer   M.Sc.
 
Programmes Offered
S.No Year of Starting Title of the Program Level (UG-PG) Duration (Years) Annual Intake
1 1998 B.Sc (Mathematics, Physics, Chemistry) UG 3 70
2 2000 B.Sc(Mathematics, Electronics, Computer Science) UG 3 40
3 2014 B.Sc(Mathematics, Chemistry, Computer Science UG 3 50
Course Outcomes
S.No Dept Course Code Course Name CO Number Course Outcome
1 MATHEMATICS MAT1S/1110-1 DIFFERENTIAL EQUATIONS 1 Solve linear differential equations
        2 Convertnonexact homogeneous equations to exact differential equations by using integrating factors.
        3 Know the methods of finding solutions of differential equations of the first order but not of the first-degree
        4 Solve higher-order linear differential equations, both homogeneous and non homogeneous, with constant coefficients.
        5 Understand the concept and apply appropriate methods for solving differential equations.
2 MATHEMATICS MAT2S/1110-2 THREE DIMENSIONAL ANALYTICAL SOLID GEOMETRY 1 get the knowledge of planes.
        2 basic idea of lines, sphere and
        3 understand the properties of planes, lines, spheres and cones.
        4 express the problems geometrically and then to get the solution
3 MATHEMATICS MAT3S/2110-3 ABSTRACT ALGEBRA 1 Acquire the basic knowledge and structure of groups, subgroups and cyclic groups.
        2 get the significance of the notation of a normal subgroups.
        3 get the behavior of permutations and operations on them
        4 study the homeomorphisms and isomorphism with applications.
        5 .understand the ring theory concepts with the help of knowledge in group theory and to prove the theorems
        6 understand the applications of ring theory in various
4 MATHEMATICS MAT4S/2110-4 REAL ANALYSIS 1 . get clear idea about the real numbers and real valued functions
        2 obtain the skills of analyzing the concepts and applying appropriate methods for testing convergence of a sequence/ series.
        3 test the continuity and differentiability and Riemann integration of a function.
        4 know the geometrical interpretation of mean value theorems
5 MATHEMATICS MAT4S/2110-5 LINEAR ALEGEBRA 1 understand the concepts of vector spaces, subspaces, basises, dimension and their properties
        2 understand the concepts of linear transformations and their properties
        3 apply Cayley- Hamilton theorem to problems for finding the inverse of a matrix and higher powers of matrices without using routine methods
        4 learn the properties of inner product spaces and determine orthogonality in inner product spaces.
    6 MATHEMATICS MAT5S/3110-6B MULTIPLE INTEGRALS AND APPLICATIONS OF VECTOR CALCULUS 1 Able to Learn multiple integrals as a natural extension of definite integral to a function of two variables in the case of double integral / three variables in the case of triple integral.
        2 Able to Learn applications in terms of finding surface area by double integral and volume by triple integral.
        3 Able to Determine the gradient, divergence and curl of a vector and vector identities.
        4 Able to Evaluate line, surface and volume integrals.
        5 Able to understand relation between surface and volume integrals (Gauss divergence theorem), relation between line integral and volume integral (Green’s theorem), relation between line and surface integral (Stokes theorem)
  7 MATHEMATICS MAT5S/3110-7B INTEGRAL TRANSFORMS WITH APPLICATIONS 1 Able to Evaluate Laplace transforms of certain functions, find Laplace transforms of derivatives and of integrals
        2 Able to Determine properties of Laplace transform which may be solved by application of special functions namely Dirac delta function, error function, Bessel function and periodic function
        3 Able to Understand properties of inverse Laplace transforms, find inverse Laplace transforms of derivatives and of integrals.
        4 Able to Solve ordinary differential equations with constant/ variable coefficients by using Laplace transform method.
        5 Able to Comprehend the properties of Fourier transforms and solve problems related to finite Fourier transforms.

Programme Specific Outcomes: B.Sc. – MPC, MPCs, MCCs

PSO1: Students are able to think in a critical manner.

PSO2: Students are able to know when there is a need for information, to be able to identify, locate, evaluate and effectively use that information for the issue or problem at hand.

PSO3: Students are able to understand formulae and develop mathematical arguments in a logical manner.

PSO4:  Students are able to acquire good knowledge and understanding in Advanced areas of mathematics chosen by the students from the given courses.

PSO5: Students are able to understand, formulate and use qualitative models arising in social science, business and other contexts.

 

Activities For Academic Year 2022 – 2023
Seminars Quizzes
Assignments Remedial Classes
Group Discussions Guest Lectures
Activities For Academic Year 2021 – 2022
Assignments Remedial Coaching
Group Discussions Student Seminars
Quizzes Guest Lectures
Activities For Academic Year 2020 – 2021
Remedial Classes Student Seminars
Assignments Group Discussions
Quizzes Guest Lectures
Activities For Academic Year 2019 – 2020
Remedial Classes Student Seminars
Assignments Group Discussions
Quizzes Guest Lectures
Activities For Academic Year 2018 – 2019
Remedial Classes Student Seminars
Assignments Group Discussions
Quizzes Guest Lectures
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2018-19   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 41 32 38 27 34 16 67.4
M2 38 25 36 26 31 07 55.2
M3 35 29 38 36 25 19 85.7
M4 34 18 37 27 23 10 58.5
M5 39 26 28 20 7 6 70.3
M6 37 26 25 22 7 6 68.4
M7 33 29 28 18 7 6 77.9
           
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2019-20   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 49 25 33 24 20 16 63.7
M2 48 25 33 18 20 12 54.4
M3 34 29 31 27 31 18 77.1
M4 34 22 31 22 31 12 58.3
M5 30 16 34 19 20 9 52.4
M6 30 20 34 28 20 13 72.6
M7 31 23 34 28 20 13 76.1
       
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2020-21   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 19 07 32 28 35 25 69.7
M2 19 07 32 26 35 19 60.4
M3 40 31 32 23 18 15 76.7
M4 36 20 31 21 17 11 61.9
M5 32 24 28 25 30 18 74.5
M6 31 27 28 24 29 21 81.8
M7 28 22 29 2 20 13 80.2
                                     
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2018-19   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 41 32 38 27 34 16 67.4
M2 38 25 36 26 31 07 55.2
M3 35 29 38 36 25 19 85.7
M4 34 18 37 27 23 10 58.5
M5 39 26 28 20 7 6 70.3
M6 37 26 25 22 7 6 68.4
M7 33 29 28 18 7 6 77.9
           
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2019-20   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 49 25 33 24 20 16 63.7
M2 48 25 33 18 20 12 54.4
M3 34 29 31 27 31 18 77.1
M4 34 22 31 22 31 12 58.3
M5 30 16 34 19 20 9 52.4
M6 30 20 34 28 20 13 72.6
M7 31 23 34 28 20 13 76.1
       
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2020-21   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 19 07 32 28 35 25 69.7
M2 19 07 32 26 35 19 60.4
M3 40 31 32 23 18 15 76.7
M4 36 20 31 21 17 11 61.9
M5 32 24 28 25 30 18 74.5
M6 31 27 28 24 29 21 81.8
M7 28 22 29 2 20 13 80.2
                               
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2018-19   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 41 32 38 27 34 16 67.4
M2 38 25 36 26 31 07 55.2
M3 35 29 38 36 25 19 85.7
M4 34 18 37 27 23 10 58.5
M5 39 26 28 20 7 6 70.3
M6 37 26 25 22 7 6 68.4
M7 33 29 28 18 7 6 77.9
           
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2019-20   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 49 25 33 24 20 16 63.7
M2 48 25 33 18 20 12 54.4
M3 34 29 31 27 31 18 77.1
M4 34 22 31 22 31 12 58.3
M5 30 16 34 19 20 9 52.4
M6 30 20 34 28 20 13 72.6
M7 31 23 34 28 20 13 76.1
       
Academic Year PAPER MPC MEC MCC   Pass Percentage
      2020-21   NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED NO.OF STUDENTS ATTENDED NO.OF STUDENTS PASSED
M1 19 07 32 28 35 25 69.7
M2 19 07 32 26 35 19 60.4
M3 40 31 32 23 18 15 76.7
M4 36 20 31 21 17 11 61.9
M5 32 24 28 25 30 18 74.5
M6 31 27 28 24 29 21 81.8
M7 28 22 29 2 20 13 80.2
                                         
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