Mathematics III Year

Paper 1

S.NoUnitTopicLinkPDF
1Unit 1RamanujanLink
2Unit 1BisectionLink
3Unit 1Regula falsiLink
4Unit 1secantLink
5Unit 1NEWton raphsonLink
6Unit 2lagrangen -InterpolationLink
7Unit 2Finite difference operatorsLink
8Unit 2Interpolation formula using differenceLink
9Unit 2gregory newton forward diff interpolationLink
10Unit 2gregory newton BAck ward diff interpolationLink
11Unit 2numerical integrationLink
12Unit 2NEWTOn cotsLink
13Unit 2trapezoidal ruleLink
14Unit 2simpson 1/3ruleLink
15Unit 2simpson 3/8 ruleLink
16Unit 2gauss integrtionLink
17Unit 3direct method for solving system of linear equLink
18Unit 3GaussLink
19Unit 3LU decompositionLink
20Unit 3cholesky decompositionLink
21Unit 3Iterative methodLink
22Unit 3jecobiLink
23Unit 3gauss seidelLink
24Unit 4Numerical soulation of ordinary differential equLink
25Unit 4picaedLink
26Unit 4TaylorLink
27Unit 4EulerLink
28Unit 4Runge KuttaLink
29Unit 4mulitistep methodLink
30Unit 4ular methodLink

Paper 2

S.NoUnitTopicLinkPDF
1Unit 1origins,the school vaisheshika,catuskoti,nyaya,jainlogic,buddhist logic,navya nyayaLink
2Unit 1the school vaisheshikaLink
3Unit 1Link
4Unit 1Link
5Unit 1Link
6Unit 1buddhist logic Boolean logic and Indian thoughts Influence of Indian logic on modern logicLink
7Unit 1RelationsLink
8Unit 1Binary inverse composition and equivalence relationLink
9Unit 1Link
10Unit 1Particles of a set Hasse diagram Partial order relation partial order and totally order setLink
11Unit 1Link
12Unit 1Link
13Unit 1Lattices Definitions and examples Dual,bounded distributive and complementary latticesLink
14Unit 1Link
15Unit 2Definition and properties switching circuit and its application
logic gate and circuit
Bullion function
Disjunctive And conjunctive normal forms
bools extension theorem
Minimize the bullion function using karnaugh map
Link
16Unit 2Boolean algebra defination pro. switching circuit and its applicationLink
17Unit 2Link
18Unit 2logic gate and circuit Bullion functionLink
19Unit 2Disjunctive And conjunctive normal formsLink
20Unit 2Link
21Unit 2bools extension theoremLink
22Unit 2Link
23Unit 2Minimize the bullion function using karnaugh mapLink
24Unit 2Link
25Unit 3Definition and type of graphLink
26Unit 3SubgraphsLink
27Unit 3Walk path and circuitLink
28Unit 3Connected and disconnected graphLink
29Unit 3Euler graphLink
30Unit 3Hamiltonian path and circuitLink
31Unit 3Dijkstra algorithm for shortest path in weighted graphLink
32Unit 4i) Tree and its propertiesLink
33Unit 4Route binary and spanning treeLink
34Unit 4Rank and nullity graphLink
35Unit 4Krusklas and prims algorithmLink
36Unit 4Cut set and its propertyLink
37Unit 4Fundamental circuit and cut setLink
38Unit 4Planar graphLink
39Unit 4Kuratowski two graphsLink
40Unit 4Matrix representations of groupLink
41Unit 4Incidence adjacency circuit cut set pathLink
42Unit 4Link
43Unit 4Link
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