a MLSU BSc Maths Previous Year Question Papers (PDF)

MLSU BSc Mathematics Previous Year Question Papers

Free PDF download of MLSU BSc Mathematics old papers for the NEP scheme (Semesters I–VI) and the Annual scheme, with written solutions and YouTube video solutions by Dr. Praveendra Singh.

Papers and solutions are being added progressively. For the most recent papers, always check the official examination authority websites.

Video solutions for these papers:MLSU Previous Year Solved Problems →
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MLSU BSc Mathematics — Previous Year Question Papers & Old Papers

Mohanlal Sukhadia University, Udaipur  |  NEP 2023-24 & Annual Scheme  |  BSc 1st Year · 2nd Year · 3rd Year  |  Semesters I–VI

MLSU old question papers PDF download · NEP Scheme · Annual Scheme · Calculus (MAT5000T) · Abstract Algebra (MAT5001T) · Differential Equations (MAT6002T) · Real Analysis (MAT6003T) · Linear Algebra · Operations Research (MAT7105T) · Free solutions

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MLSU B.Sc. Mathematics — Official NEP Syllabus
Mohanlal Sukhadia University, Udaipur  ·  2023-24 Onwards  ·  Semesters I–VI  ·  NEP Scheme
Download Syllabus PDF
DCC 6 Credits
MAT5000T
Calculus
Asymptotes, pedal equations, curvature & radius of curvature, tracing of curves (Cartesian & polar), Beta & Gamma functions, quadrature, rectification, partial differentiation, Euler's theorem, Lagrange's multiplier, Jacobians, double & triple integrals, Dirichlet's theorem, volume & surface of solid of revolution
2025–26 NEP
2024–25 Annual Scheme
2023–24 Annual Scheme
2022–23 Annual Scheme
DCC 6 Credits
MAT5001T
Abstract Algebra
Groups: definitions, order of elements, subgroups; permutation groups, cyclic groups, even & odd permutations; cosets, Lagrange's theorem, normal subgroups, simple groups; quotient groups, homomorphism & isomorphism, Cayley's theorem, fundamental theorem of homomorphism; automorphisms, three isomorphism theorems; rings, integral domain, division ring, field, characteristic of a ring
2025–26 NEP
2025–26 Annual Scheme
2024–25 Annual Scheme
2023–24 Annual Scheme
2022–23 Annual Scheme
DCC 6 Credits
MAT6002T
Differential Equations
First order ODEs: variable separation, homogeneous, linear, exact; Clairaut's form, singular solutions; linear DEs with constant coefficients; homogeneous linear ODEs, simultaneous DEs; second order ODEs by inspection, change of variables, removal of first derivative, operational factors; PDEs: Lagrange's method, Charpit's method, standard forms
2025-26 NEP
2024-25 Annual Scheme
2023-24 Annual Scheme
2022-23 Annual Scheme
DCC 6 Credits
MAT6003T
Real Analysis
Continuity & derivability: Cauchy definition, Darboux theorem; real number system: ordered field, supremum & infimum, completeness, Archimedean property, Bolzano-Weierstrass theorem, Heine-Borel theorem, compact & connected sets; sequences: convergence, Cauchy sequences, uniform convergence; series: convergence tests, Leibnitz test, Weierstrass M-test, Abel's & Dirichlet's tests, Fourier series; Riemann integration: Darboux sums, fundamental theorem of calculus
2025-26 NEP
2025–26 Annual Scheme
2024–25 Annual Scheme
2023–24 Annual Scheme
2022–23 Annual Scheme
SEC 2 Credits
SES6360T
Advanced Calculus
Rolle's theorem, mean value theorems, Taylor's theorem; equivalent sets, denumerable & non-denumerable sets, countable & uncountable sets; non-denumerability of [0,1] and reals; improper integrals: comparison test, μ-test, Abel's test; uniform convergence: term-by-term differentiation & integration
2025–26 NEP
2023 to 2026 Annual Scheme

 Choose one DSE (Linear Algebra / Discrete Mathematics / Number Theory) and one SEC (Vector Calculus).

DSE 6 Credits
MAT7100T
Linear Algebra
Matrices: symmetric, skew-symmetric, Hermitian; row & column rank, eigenvalues & eigenvectors, Cayley-Hamilton theorem; vector spaces: subspaces, linear span, dependence & independence; basis & dimension, extension theorem; quotient space, linear transformations, rank & nullity, Sylvester's law; algebra of linear transformations, dual space & dual basis
2025–26 NEP
2025–26 Annual Scheme
2024–25 Annual Scheme
2023–24 Annual Scheme
2022–23 Annual Scheme
DSE 6 Credits
MAT7101T
Discrete Mathematics
Sets: cardinality, induction, inclusion-exclusion, pigeon-hole, permutations & combinations; relations: binary relations, lattices, Hasse diagrams; graphs: Eulerian paths, planar graphs; trees: rooted, binary, spanning, minimal spanning; finite state machines; recurrence relations: generating functions, homogeneous & particular solutions; Boolean algebra: duality, propositional calculus, switching circuits
2025–26 NEP
DSE 6 Credits
MAT7102T
Number Theory
Divisibility: GCD, LCM, Euclidean algorithm, linear Diophantine equation ax+by=c, fundamental theorem of arithmetic; congruences: Fermat's little theorem, Euler's theorem, Wilson's theorem, Chinese remainder theorem; number-theoretic functions: τ, σ, Möbius inversion; primitive roots & indices; quadratic residues, Gauss lemma, quadratic reciprocity law; Fibonacci, Fermat & perfect numbers; sums of squares
2025–26 NEP
SEC 2 Credits
SES7362T
Vector Calculus
Differentiation of vectors: unit tangent, velocity & acceleration; gradient, directional derivative, tangent plane & normal; divergence & curl, solenoidal & irrotational vectors; line integrals, work done by force, surface integrals; Gauss's divergence theorem, Stokes' theorem, Green's theorem
2023 to 2025 Annual Scheme

 Choose one DSE (Mechanics / Geometry / Operations Research) and one SEC (Vedic Mathematics).

DSE 6 Credits
MAT7103T
Mechanics
Equilibrium: Lami's theorem, triangle of forces, moments; friction, limiting equilibrium on inclined plane; catenary; virtual work; projectile motion, impact, conservation of momentum; SHM, Hooke's law, elastic strings; constrained motion on circle & cycloid, motion in resisting medium; fluid pressure: specific gravity, plane surfaces, centre of pressure
2025–26 NEP
2024–25 Annual Scheme
2023–24 Annual Scheme
2022–23 Annual Scheme
DSE 6 Credits
MAT7104T
Geometry
Conics: eccentricity, foci, tracing; ellipse: tangent, normal, pole & polar, conjugate diameters, auxiliary & director circle; hyperbola: asymptotes, conjugate & rectangular hyperbola; polar equations of conics; 3D geometry: planes, skew lines, shortest distance; sphere, cone, cylinder; conicoids: tangent plane, diametral plane, principal planes & directions
2025–26 NEP
2024–25 Annual Scheme
2023–24 Annual Scheme
2022–23 Annual Scheme
DSE 6 Credits
MAT7105T
Operations Research
LPP formulation, graphical method; simplex algorithm, artificial variables, two-phase & Big-M methods; duality: primal-dual relationships, economic interpretation; transportation problem: northwest-corner, least cost, Vogel's method; assignment problem: Hungarian method; game theory: two-person zero-sum games, mixed strategies
2025–26 NEP
2024–25 Annual Scheme
2023–24 Annual Scheme
2022–23 Annual Scheme
SEC 2 Credits
SES7364T
Vedic Mathematics
Nikhilam & Urdhvatiryak multiplication, Pravartya division; factorisation of quadratic & cubic equations, HCF by Vedic method; Shunyam Samuchhye & Pravartya methods; quadratic, cubic & biquadratic equations; Vedic methods in differentiation, integration by Anshikbhinna; Sahayakbhinna, divisibility of large numbers, square roots & cube roots, Vedic geometry
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Frequently Asked Questions

You can download MLSU previous year question papers PDF free from this page. Papers are available for BSc Mathematics 1st year, 2nd year, and 3rd year under both NEP 2023-24 and Annual Scheme (Semesters I–VI), covering Calculus (MAT5000T), Abstract Algebra (MAT5001T), Real Analysis (MAT6003T), Differential Equations (MAT6002T), and Operations Research (MAT7105T). Written and video solutions are also provided.

MLSU BSc maths old question papers for Mohanlal Sukhadia University, Udaipur are available on this page. Both NEP scheme (Semesters I–VI) and Annual Scheme papers from 2022-23 onwards are included, with free PDF download links and solutions.

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