KVRKVRMKR

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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)

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The Department of Mathematicshas Conducted Assignments to the students for the academic year of 2021-2022
S.No Date Name of the Lecturer Conducted Class-Group Sem Paper/ Subject Name of the Student Topic No of Students Completed
1 03-12-21 K. Suresh Kumar III MCC IV V/ Linear Algebra A. Nazma Begum Inner Product Space 18
D. Bala Krishna Basis& Dimensions
I. Hemalatha Vector Integration
K. Stephy graph Linear Transformation
K.ManjuBhargavi marina Inner Product Space
K. Satish Vector Differentiation
K. Venkatesh Stokes Theorem
M. Jayanth Differential Operators
M.Franis Integral Transformation
N. Vamsi Krishna Matrix of Linear Transform
P. surana kumara Greens Theorem
P.Venkaata Sai Ram Vector Space Isomorphism
P.anandSwaroop Reddy Independent Vectors
S. Asif Line Integral
S.Arshi Differential Operators
S. Irfan Inner product Space
S. Sameer Vector Space
S. VenkataVarama Linear transformation
2 04-12-21 K. Suresh Kumar III MPC IV V/ Linear Algebra A.Aakanksha Inner Product Space –III 36
A. Naga Jyothi Inner Product space –II
A. Phanidhra Vector Space
A. Siva Naga Ganesh Linear transformation
Arshad khan Basis of Dimensions
A. Siva Koteswaramma Vector Integration
B. Vasundhara Vector Differentiation
B. Sivamanikanta Reddy Matrix of linear Transform
C. Harika Differential Operators
D. Gudaruvenkata Reddy Independent vectors
D.Venkateswaramma   Linear Transformation
D. Prasanthreddy Vector Space
E. Mohan sainaik Vector Differential
G. Jahnavi Inner Product Space-III
K. Anusha Basis &Dimensions
K. Thirumala Integral Transformation
K. PavanKalyan Stokes Theorem
K.RamanjaneyaReddy Vector Space
K.Nandini Sri Green’s Theorem
K. Sravani Vector Differential
K. Bhavani Vector  Sub Space
M. Pavani Linearly dependent Vector
M. PrabhuTeja Matrix Linear Transformation
M. Bhaskar Reddy Inner Product Space
N. Madhuri Vector Differential
P. Bhunvaneswari Vector Space Isomorphs
P. JhonChirstry Stokes Theoem
P. Suni Integral Transformation
P. Manasa Vector Integrations
P. sunitha Vector Space
P. Sravani Matrix Linear Transformation
P. Srikanth Reddy Differential Operators
P. Vamsi Inner Product Space
P. Meghana Basis & Dimensions
S. Karimulla Vector Diffractions
Y. Bhanu Linear Transformation
3 07-12-21 K. Suresh Kumar IIIMEC IV V/ Linear Algebra A.SalmaSultana Vector Space Isomorphs 31
A.Krishna Chaitanya Vector Differential  Operator
A. Srikanth Integral Transformation
B. Naga Divya Differential Operator
D.NagaMalleswari Vector Space
D. Manikanta Reddy Inner Product Space
G.Kowsalya Basis Dimension
G. Uma Maheswari Matrix of Linear
J. Kesavakumar  Linear
K. Prasanthi Vector Integrals
K. Swapna Linear Transformation
M. Bhargavi Integral Transformation
M. Naga Sai Ram Vector Space Isomorphs
M. Jaya Rama Krishna Vector Space
M.Vamsi Vector Differential  Operator
M. Likitha Differential Operator
M. Fayaz Linear Transformation
N. Srinvas Reddy Stoke Theorem
L.V.S. Lalitha Siva parvathi  Basis &Dimension
P. Revathi Inner Product Space
P. Ashritha Matrix Iinear transformation
P. Divya Vector Space
P. Tejaswani Differential Operators
S. Kadar Indepent Vectors
S. FrahanSulthana Linear Transformation
S. Nagurbasha Vector Differential  Operator
S. Afrid Integral Transformation
U. Vijaya Ram Gopal Differential Operator
V. Sowmya Sri Vector Space
4 20-01-22 K. Suresh Kumar I MCC II 2/       Solid Geomerty D. Siva Manikanta Reddy Planes 31
C. Nikhil Lines
C. Vishnavi Differential Equation
D. R. Venkata Anil Reddy Differential Equations
G. Venkateswara Reddy Cylinders
G. Nandini Cones
J. Devadasu Variation of parameter
K. Mehendra Reddy System of Liner
K. Barathi Higher Order Liner
K. Sivani Sri Charpits Method
K. Sai Venkata Manikanta Planes
M. Lasya Lines
M. Fayaz Basha Differential Equation
M. DaviPrrasanna Cylinders
M. Stuthi Cones
N. Venkatesh Variation of Parameter
P. BinduMadhavi System of Liner
P.Venu Higher order Liner
P.V. Vamsi Krishna Reddy Planes
R. Bagi Lines
SK. Fayaz Variation of Parameter
Sk. Haseena Differential Equation
Sk. Rizawna Cylinders
Sk. ShamSundhar Cones
Sk. ShuabAnsar System of Liners
Sk.WajibaRabassum Higher order linear
S. Rahini Differential Equation
S.Pavan Kumar Reddy Lines
U. sai Cylinders
Y. Mohan Higher Orderr
  Y. Naga sai Cones
5 21-01-22 K.Suresh Kumar I MPC II 2/       Solid Geomerty A.Madhusudhan Reddy Differential Equation 25
A. ManiKanta Reddy Cylinder
A.T. Narayana Reddy Variation of Parameter
B. Bhargavi Higher Order Liner
B. Kranthi System of Linear
B. Dugradevi Lines
C. Maneesha Planes
K.Sada L
K.Srija Differential Equation
M. Lakshmi Cones
P. Susmika Cylinders
P. ChairanyaVenkataVivek Varation of Parameter
P. Sowamya Higher Order Linear
P. Yamuna Lines
P. Sai Swaroopa Reddy Planer
P.Adisesha Reddy System of Liner
Ravi Monika Differential Equation
Sk. Hemadullla Cylinders
Sk. Mothi Cones
Sy.Shaheed Higher order Linear
T. Santhoshi Variation of parameter
T. Nandini Differential Equation
Y. HemaSri Planes
Y. Pallavi Cones
6 22-01-22 K. Suresh Kumar IMEC II 2/       Solid Geomerty B.Siva Rama Krishna Reddy     Differential Equation 32
B.Shyni Lines
D. JyothiPhaniSree Planes
D. Nithisha Cylinders
D. Bhagya Lakshmi Varation of Parameter
D.Maneela Cones
D. Chandara Sri   Differential Equation
G. preethiMahalakshmi System of liner
G. Sravani Higher order Liner
K. HemaSri Partial Differential
K. Ravi Sankar   Differential Equation
L. Rama KoteswaraRao Lines
L. RatnaBabu Planes
M. Gopi Sai Ram Varation of parameter
M. Naveena Cones
M. S..Srinivasa Varma Cylinders
M. Nandini Higher Order Liner
M. Mohan Valli System of Linear
P. Chandrika   Differential Equation
P. Prabhu Kumar Total Differential
P. Brama Reddy Planes
P.Naga Brahma Reddy Lines
S. Gopi Cones
Sk. Mohammad Farooq Cylinders
Sk. Nazlin Sultana   Differential Equation
Sk. Shameena Higher Order Liner
S.BharathKalyan Sphere
Sy. Nasreen Varation of Parameter
Sy. Sajida   Differential Equation
T. Swathi Planes
V. Dakshaini Lines
M. Naga Lakshmi   Differential Equation
7 09-02-22 P.Naga Gowthami II MPC III Abstract Algebra A. Aravinda Reddy Abelian Group 15
A. GovardhanReddy Commitative  Group
B. Pothu Raju Centralizer
D. H.Srinvasa Reddy Quotient Group
D. Swathi Permutation Group
G. Siva nagaraju Kernel
K.Yuva Kumar Zero Divisors
M. Manikanta Test for Convergence P-Test
M. Deepak Fundamental Theorem
P. Uma Sankar Reddy Cauchy’s nthRoot Test
P. Yagandhar Naga raju Cauchy’s First Theorem
Sk. Janiheera P-Test
V. Pravallika Absolute Convergence
Y. Naga Ramya D- Alembertz’s Test
Y. Vamsi Krishna Lebinitz’s Test
8 10-10-22 P.NagaGowthami II MCC III Abstract Algebra A. Bhavani Abelian Group 20
B. V. Gopala Krishna Cancellation Law
C. Lakshmi Sadhana Centralizer
D. Lokesh Varma Normal Sub Group
D. Naga Balaji Reddy Disjoint Cycles
G. Udaykiran Maximal Ideals
G. Mohamunnisa Permutation Groups
K.Joel Inverse Cyclic Permutation
K.AmarnadhBabu Zero Divisors
K. Hemalatha Characterstics of R
K.Naveen Kumar Rings Without Zero Divisor
K.Manohar Integral Domain
M. Hari Prasad Rings
M. Kraishma Cauchy’s First Theorem
P.Swathi P-Seris
S. Pavani D-Alembert’s Ratio Test
Sk. Nasreen Integrability
T. DugraBhavani Bolzano’s Theorem
V. Priyanka Bolzano’s Theorem
Y. Kathyayani Differentiation
9 14-02-22 P.NagaGowthami II MEC III Abstract Algebra A. Dharani Uma Sravathi Commutative Group 20
B. Yaswanth Cyclic Group
BajiTunnisa Quotient Group
B. Kesava Sai Cancellation Law’s
B. Murali Krishna Cancellation Law’s
C. Rajya Lakshmi Centralizer
D. Bharagav Sai Cyclic Group
D. Kavya Quotient Group
G. Vijay Kamal Rings with ‘0’ Divisors
G. Yesubabu Cauchy’s First Theorem
G. Pujitha P-Test or p-Series
G.V Pavani Maximum Ideal
J.Sumanthbabu Inverse Cyclic Permutation
K.VenkataRamana Zero Divisors
K. Raja Kumari D-Alembert’s Ratio Test
K. Suresh  Gopi Bolzano’s Theorem
K. Susmitha Langrange’s Theorem
K. DugraGayathri Integrable
K. Pujitha Riemann-Integration
Sk.Farjana Riemann-Integration
10 22-03-22 P.NagaGowthami IIIMPC IV Real Analysis A.Aakanksha Ideals 20
A. Naga Jyothi Rings-Field
A. Phanidhra Sub Ring
Arshad khan Bisection Method
B. vasundhara Integral
CH.Harika Green’s Theorem
D. Venkateswaramma Surface Integral
D. Prasanth Polynomials Rings
G. Jahnavi Newton’s Divide Difference for D.F
K. Anusha Curve Fitting
K. Pavankumar Polynomials Rings
K. Bhavani Gauss Backward I.F
M. Pavani Gauss Divergence
M. PrabhuTeja Bisection Method
N. Madhuri Surface Integral
P. Sunil Closed Curve
P. Manasa Stokes Theorem
P. Sravani Integral Domain
Sk. Karimulla Bessels Inequality
Y. Bhanu Polynomials Rings
11 23-03-22 P.NagaGowthami IIIMCC VI NumericalAnalysis A. Nazam Begum Surface Integral 15
D. Bala Krishna Surface Integral
I. HemaLathia Differential Operators
K. Stephy Graph Gauss ForwardI.F
K. Satish Curve fitting
K. Venkatesh Newton Backward I.F
M. Jayanth Numerical Method I.F
M. Fransis Directional Dertivative
N. Vamsi Krishna Homomorphism of rings
P. SuvarnaKumari Gauss Divergence
Sk. Aifan Line Integral
Sk. Ifran Line Integral
Sk. Sameer Line Integral
S. Venkatavarama Green’s Theorem
12 24-03-22 P.NagaGowthami IIIMEC VI Numerical Analysis A.Salma Sultana Differential Operators 20
A. Srikanth Curve fitting
BalanagaDivya Volume Integral
D. Naga Malleswari Newton Devided D.F
G. Kowsalya Ideals
G. Uma Maheswari Sub Rings
J. Kesavakumar Ring-Field
K. Swapna Ring
M. Bhargavi Curve fitting
M. Naga Sairam Differential Operators
M. Likitha Some deductions of Gauss
MD. Fayaz Derivative of Vector Space
N.Srinvas Reddy Green’s Theorem
P. Revanth Newton –Gregory Forward
P. Anusha Solution of Algebric
P. Divya Homomorphism of rings
SD. Khadar Curve fitting
SD. Afrid Surface Integral
SK. NagurBasha Directional Derivatives
Sk. AfranSulthana Surface Integral