Punjab Technical University | 2nd
mathematical foundations of computer science
📚 Syllabus - MFCS (MCA 2nd)
Section A
A general introduction, simple and multigrpahs, directed and undirected graphs, Eulerian and
Hamiltonian Graphs, Shortest path algorithms, Chromatic number, Bipartite graph, graph coloring.
Section B
Sets and Relations: Definition of sets, subsets, complement of a set, universal set, intersection and
union of sets, De-Morgan’s laws, Cartesian products, Equivalent sets, Countable and uncountable sets,
min set, Partitions of sets, Relations: Basic definitions, graphs of relations, properties of relations
Section C
Algebra of logic, Propositions, Connectives, Tautologies and contradiction, Equivalence and
implication, Principle of Mathematical induction, quantifiers.
Section D
Introduction of a Matrix, its different kinds, matrix addition and scalar multiplication, Multiplication
of matrices, transpose etc. Square matrices, inverse and rank of a square matrix, solving simultaneous
equations using Gauss elimination, Gauss Jordan Methods, Matrix Inversion method.
Can't find the paper you need?
We don't have a recent paper for mfcs yet. Upload it and earn credits — it'll be reviewed before publishing.
About This Question Paper Collection
Browse MFCS 2nd question papers for MCA students at Punjab Technical University. This page helps students review question patterns, prepare for exams, and understand how previous papers are structured.
Select a paper below to open year-wise question papers, solutions, or available answer content where listed on BRpaper.
How Students Can Use These Papers
Practicing with previous year papers for mathematical foundations of computer science gives Punjab Technical University students a clear sense of question difficulty, marks distribution, and topics that come up repeatedly.
Pair them with your current syllabus and class notes so revision stays aligned with what your university expects this year, while the papers themselves guide your exam-time strategy.
FAQ
Frequently Asked Questions
Helpful answers about this subject, papers, and exam preparation.
01 Where can I find mathematical foundations of computer science previous year question papers for Master of Computer Applications, 2nd semester?
This page lists mathematical foundations of computer science question papers uploaded for Punjab Technical University Master of Computer Applications, 2nd semester, organized for subject-wise browsing where available.
02 Are these official Punjab Technical University question papers?
BRpaper is not the official website of Punjab Technical University. These papers are shared for reference and revision purposes only and are not official university material.
03 How can previous year mathematical foundations of computer science papers help in exam preparation?
Reviewing past papers can help you understand how questions are typically framed, notice commonly repeated topics, and get a sense of the exam pattern before your own exam.
04 What kind of topics does mathematical foundations of computer science usually cover?
The question papers here relate to the official mathematical foundations of computer science syllabus set by the university for this course and semester.
05 Does this page include a mathematical foundations of computer science previous year question paper or solved answers?
This page focuses on providing access to the previous year question papers themselves. A separate question bank or solved answers may not be available for every paper.
06 Can I find papers for other subjects in the same Master of Computer Applications?
Yes, BRpaper organizes papers by university, course, stream, and semester, so you can browse other subjects within the same Punjab Technical University Master of Computer Applications.
Important
Important Disclaimer
BRpaper is not the official website of Punjab Technical University or any institution. BRpaper organizes available question papers for student reference only. For official notices, date sheets, results, syllabus changes, and academic updates, students should visit the official university website.