What does the Discrete Mathematics course cover?

It follows the GATE syllabus for Discrete Mathematics, moving from fundamentals to exam-level problem solving, and closes with a dedicated exam-practice section of drills and timed sets.

How is the course structured?

Each topic breaks into sections and short lessons. Every lesson has a reading card deck with audio narration, followed by practice questions with instant explanations, and unlocks the next lesson as you progress.

Is the course self-paced?

Yes. It is fully self-paced — you move through the lessons in order at your own speed, and your progress is saved.

Who is this Discrete Mathematics course for?

GATE aspirants preparing Discrete Mathematics, and anyone who wants a structured, exam-oriented refresher on the subject.

GATE CS: Discrete Mathematics Practice Course — 1920+ MCQs

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Well-Formed Formulas & Truth Tables

Logical Equivalences & Normal Forms

Tautology, Contradiction & Satisfiability

Rules of Inference

About this course

Discrete Mathematics is the single heaviest scoring block in GATE CS, typically 8-10 marks across logic, counting and graph theory.

This course follows the GATE syllabus section by section, and closes on a topic that is nothing but exam drill: numerical-answer sets, past-paper walkthroughs and timed sectional practice. Every lesson carries audio narration, so a topic can be revised without reading it.

Learning Series

GATE Computer Science

The complete GATE CS & IT syllabus on Abekus — Engineering Mathematics, Digital Logic, Computer Organisation & Architecture, Programming & Data Structures, Algorithms, Theory of Computation, Compiler Design, Operating Systems, Databases and Computer Networks, plus General Aptitude. Built around the exam: multi-step numericals and numerical-answer questions, not concept recall.

12 courses·579 practice MCQs·240h of content

Part 1

GATE CS: Discrete Mathematics

43 MCQs·21.5h

43 MCQs · 21.5h

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Part 2

GATE CS: Engineering Mathematics