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 MathematicshasConducted Assignments to the students for the academic year of 2019-2020
S.No Date Name of the Lecturer Conducted Class-Group Sem Paper/ Subject Name of the Student Topic No of Students Completed
1 20-11-19 k.Sureshkumar I MPC I Differential Equations A.Aakanksha Exact D.E 37
A.N.Jyothi Non Exact D.E
A.Vigeendrareddy Linear D.E
A.Phanindhra   Sovlable for Y
A. Siva Naga Ganesh Sovlable for X
A.sivaKoteshvaramma Sovlable for P
B. Vasundhra Clairaut’sEquation
B. Sivamanikantareddy Planes
CH. Harika Lines
D. UuraduvenkataRedy Spheres
D. venkataeswramma Limiting Points
D. prasanth Reddy Exact D.E
E. monisainalk Non Exact D.E
G. Venkataeswarareddy Sovabla for P
G. Vijyakanth Linear D.E
G. Jahnavi Sovlable for X
K. Anusha Sovlable for Y
K. Thirumala Clairaut’sEquation
K. Bhavani Planes
K. pavanKalayan Spheres
K. Chandra Shekhar Lines
K. ramanijayneya Reddy Limiting Points
M. Pavani Exact D.E
M. Basakar Reddy Non Exact D.E
N. Madhuri Bernoulli’sD.Equation
P. EdulukondaluReddy Sovlable for P            
p.  Bhuvaneswari Sovlable for Y
P. John christiy Sovlable for X
P. sunitha Clairaut’sEquation
P. Sravani Sovlable for P
2 21-11-19 k.sureshkumar IMEC I Differential Equations & Solid Geometry P. Srikanth Exact D.E 30
P. Manasa Non Exact D.E
P. suri Bernoulli’sD.Equation
P. meghana Sovlable for X
k. nandini Sri Clairaut’sEquation
N. Saraswathi Linear D.E
M. Pavanvenkateshnaiker Higher order D.E
A.     Salamasuthana Variation of Parametric
A.     Krishna chaitanya Exact D.E
A.     Srikanth Non Exact D.E
B.     Naga Divya Bernoulli’sD.Equation
D.Manikanya Reddy Sovlable for P
D.NagaMalleswari Clairaut’sEquation
G. Suba Rao Linear D.E
G Kowsalya Non Exact D.E
G. Uma maheswari Exact D.E
J. Kesva Kumar Limiting Points
K. parasanthi Lines
K. Swapna Spheres
M. Bhargavi Cones
M.Jaya Rama Krishna Clairaut’sEquation
M. Vamsi Bernoulli’s Equation
M.Naga Sai Ram Non Exact D.E
M. Likhita Exact D.E
N.L.V.N.S.L. Siva Parvathi Higher order D.E
S. farhaSulthana Variation of Parametric
S. Basha Lines
V. Sowmya  Sri Exact D.E
U. Arivaind Varma Spheres
S .Afrid Non Exact D.E
V. Vijaya Ram gopal Bernoulli’sD.Equation
S. JaniBasha Higher order D.E
S. khader Sovlable for P
P. Tejaswi Lines
P. Divya Spheres
P.Ashritha Clairaut’sEquation
P. Revanth Sovlable for X
3 22-11-19 k.Sureshkumar I MCC I Differential Equations & solid geometry A.Nazma Begum Sovlable for Y 19
B. JanakiRamaiah Lines
D.Balakrishna Planes
I.Hemalatha Variation of Parametric
K. Stephpy graph Spheres
K.ManjuBhargavi Clairaut’sEquation
K. satish Bernoulli’sD.Equation
K. Venkatesh Exact D.E
M. Jayanth Non Exact D.E
M. Fransis Lines
P. Suvara kumara Higher order D.E
P.Jaivankatasai ram Variation of Parametric
P. swaroop Reddy Sovlable for P
SK. Alfaz Sovlable for Y
Sk. Arshi Bernoulli’sD.Equation
SK. Ifran Spheres
SK. Sameer Clairaut’sEquation
S.Subha rami reddy Line
S. venkatavarma Planes
4 18-12-19 K. Suresh Kumar IIIMPC IV Linear Algebra D.Nageswari Inner Product Space 30
V.V.S.S.Vishnavi Rank –Nullity Theorem
G. Anusha Cayley- Hamilton Theorem
SK. Fathimabi khan Basis Extension Theorem
Y. Kalyani Inverse Matrix Theorem
A.UmaBarathi Vector Space
N. Sravani Parseval’sIndentity
N. Suba Rao Bessel’s Inequality
M. Pavani Schwartz inequality
D.sireesha Orthogonality
B.Mohan Krishna reddy Inner Product Space
B.Nagababu Cayley- Hamilton Theorem
B.V.N. Padmavathi Basis Extension Theorem
CH. Venkateswarlu Vector Space
CH. Naga Dugra Reddy               Basis& Dimensions
D.Reehma Linear Transformation
D.SriTulasi Rank –Nullity Theorem
G. Janshi Lakshmi Rank of Matrix
K. Mohith Inverse of Matrix
 L. Sai Chandu Vector Space
M. pavankalyan Gram-Schmidt Orthogonalisation process
M. Meenakshi Schwartz inequality
M. Naga Dasu Parseval’sIndentity
Nazam               Basis& Dimensions
N.V. Thirupatamma Rank of Matrix
K. Jitendhra Sai phanikumar Rank Nullity Theorem
K. Pooja Vector Space
B.Venkatesara Rao Cayley- Hamilton Theorem
P. Siva Reddy Inner Product Space
K. GopiNath Linear Transformation
5 19-12-19 K.Suresh Kumar III MCC IV Linear Algebra A. Swathi Orthogonality 26
B.Sivababu Vector Space
A.     Rashmipriya   Linear Transformation
B.Sirisha Rank of Matrix
K. Lavanya Rank –Nullity Theorem
B.Vivek Cayley- Hamilton Theorem
K. Mansa shali Inner Product Space
P. Srinvasa Rao Gram-Schmidt Orthogonalisation process
P. ChanderaSekhar Reddy Bessel’s Inequality
Reshmisulathana Perseval’sIndentity
P.DugranagaCharan Vector Space
V.Gopala Krishna Rank of Matrix
K. bhavana Rank –Nullity Theorem
V. Preetham Kumar Cayley- Hamilton Theorem
Y. Sai Kumar Orthogonality
V. ParabhathaRamya Vector Space
S. Pavani Linear Transformation
SK. Yusub Inner Product Space
S.S.S. Manikanta Reddy Gram-Schmidt Orthogonalisation process
CH. Akail Bessel’s Inequality
D.Vamsi Vector space
M. Pavankalayan Rank of Matrix
B.Gopika Rank –Nullity Theorem
P. Chandrika Raja Lakshmi Linear Transformation
V. pavan Rank -matrix
N. Gopichand Orthogonality
6 20-12-19 k.Sureshkumar IIIMEC IV Linear Algebra B.Saranya Vector Space 30
B.Soumya Linear Transformation
B.B.S. Chaitanya Lakshmi Rank of Matrix
CH.Revanthsainagaguptha Rank –Nullity Theorem
D.MohitVenkata Siva reddy Cayley- Hamilton Theorem
D. Balasai manikanta Inner Product Space
D.Sirisha Reddy Bessel’s Inequality
G.M.V. Nagandrareddy Perseval’sIndentity
J.pavithra Vector Space
J. Yamuna Sri Rank of Matrix
K. vasari Sri Sai Orthogonality
K. Revathi Linear Transformation
K. Veeerandrareddy Rank –Nullity Theorem
M. Manasa Inner Product Space
M. Nasaruddin Cayley- Hamilton Theorem
M. venkataPavani Vector Space
M. Bhavana Rank of Matrix
P HemaBindu Orthogonality
P. Madhusudhana Reddy Linear Transformation
R.NagaSravani Vector Space
S. Rupa Perseval’sIndentity
S. Srivalli Rank –Nullity Theorem
SK.Ifran Orthogonality
SK. Shahinsulthana Inner Product Space
V. Bhavani Vector space
V.Nagamani Perseval’sIndentity
Syed Sohail Linear Transformation
O. Naga Jothi Orthogonality
P.Phanindhra Rank of matrix
Y.Gayathri Vector space
7 11-12-19 M. Saroja II MPC III Abstract Algebra A.Yamini Lakshmi Groups  
A. Monika Cancellation  Laws
D.EsthereMadhuri Homomorphism of Groups
K. Iswarya Cayles’s Theorem
D.Yedukondla Reddy Sub Groups
M. Divya Libnitz’s Test
P.Raghavendra  Varma Homomorphism of Rings
K. Shena Sri Sub Rings
B. Sravani Permutation Groups
A. Rama Krishna Reddy Homomorphism of Groups
D. Ayyappa Reddy Fundamental Theorem
B.J.N. Sai Sequences
D. Nagaewari Sequences
K. Mounika Homomorphism of Rings
P.Narasimhareddy Cayles’s Theorem
D.Brahmareddy D- Alemberts Ratio Test
L. Siva Jyothi D -Alemberts Ratio Test
Y.Yaswanth Kumar reddy Homomorphism of Groups
Sk.Gousiya Sub Rings
Sk.Asif Ali Limit  Comparision Test
8 12-12-19 M. Saroja IIMCC III Abstract Algebra D.Udayasri Ideals  
G. Divyatejaswni Field
N. Syamvenkatasai Homomorphism of Rings
U.Dinesh Cayles’s Theorem
SK. Silar Homomorphism of Groups
B. Gopi Kumar Cayles’s Theorem
K. Mahesh Kumar Rings
P. Venkatareddy Homomorphism of Groups
G. Venkatasaikumar Homomorphism of Rings
P. Gowtham Kumar reddy Sequences
T. Madhu Naga Gopi Sequences
N.nagendra Yadav Limit  Comparision Test
P.Manasa Groups
CH.J.BharadhwajGuptha Groups
M. Monika Venkatalakashmi D -Alemberts Ratio Test
9 13-12-19 M. Saroja IIMEC III Abstract Algebra B. Bijili Homomorphism of Groups  
G. Hema Naga Priyanka Cayles’s Theorem
M. MadhaviNavya Permutation Group
Y. Supriya Groups
T. Harika Groups
T.Uma Devi Homomorphism of Rings
P. Lavanya Sequences
P. Nandini Homomorphism of Rings
N. Bala Chandrika Sub Rings
Y. Anusha Sub Rings
P.V.Seshu Kumar Bolzano-weier stress  Theorem
SK. Rakhiya Series
U.Sushma Limit Comparision Test
CH. Kiranmine Libnitz’s Test
G. Navya Sequences
K. Sumanth Krishna Limit  Comparision Test
K. Vyshnavi D -Alemberts Ratio Test
N. Bala Chandrika D -Alemberts Ratio Test
10 12-02-20 K.suresh Kumar IIIMPC IV Real Analysis A. Uma Bharathi RK. Method  
B. nagababu Laplace-Everat’s Formula
B.V.N.Padmavathi Charpit’s Method
CH.venkateswarlu Angle B/W two Surfaces
CH. Naga Dugra Reddy Newton Raphson Method
D. Reshma Second Degree Parabola
D. VenkataVaishnavi Exponential Funcattions
D.Nageswari Netwon’s Forward I.F
D. Sri Tulasi Linear System of Eq ‘N.
D. Sireesha Gauss-Jacobi Method
G.Janshi Lakshmi Lagerange’s I.F
K.Mohith Strilling Difference Formula
K.Swathi Homomorphism of Rings
Nazam Stokes Theorem
N.V. Thiripathamma Green’s Theorem
P. Mohinipriya Simpsons 3/8 Rule
P.Siva Reddy Rings&Ideals
Y. Kalyani Volume Integral
G. Anuhya Bessel’s Farmula
11 13-02-20 M. Saroja IIIMCC IV Real Analysis A. Swathi Stokes Theorem  
B.Gopika Simpsons 3/8 Rule
B. Siva babu Green’s Theorem
B. RoshiniPriya Volume Integral
B. Sirisha Gauss Divergence Theorem
D. Vamsi Gauss Backward I.F
K. Lavanya Lagerange’s I.F
K. ManasaShali Curve Fitting
M. PavanKalayan Numerical Differentiation
P. Srinivasa Rao Sterling’s Formula
ReshmiSulthana Newton Backward Differentiation
Sk. Yusub Second Degree parabola
S. Pavani Newton Forward I.F
Y. Sai kumar Newton-Gregary I.F for E.I
V. Preethamkumar Newton-Raphson
V. Pavani Green Theorem
B.Bhavana Stokes Theorem
N. Gopi Chand Newton Farward I.F
V.Gopal Krishna Max&Mim
12 14-02-20 M. Saroja IIIMEC IV Real Analysis Y. Gayathari Newton-Gregary I.F for E.I  
Y. BushanBabu Newton Backward I.F
V. Sitakalyani Gauss Divergence Theorem
T.Vijaya Lakshmi Green’s Theorem
Sk. Umar Trapezoidal Rule
Sk. ShahinSulthana Bessel’s Farmula
S.Rupha Abelian Group
S.Srivalli Gauss Backward I.F
M. venkataPavani Fractorization
M. Ruksana Trapezoidal Rule
J. Pavithra Lu-DecompostionMethod
D. Sirisha Reddy Newton Farward I.F
B. Saranya Bessel’s Difference Formula