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GATE CS: Discrete Mathematics

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Connectives & Truth Tables
Logical Equivalence
Tautologies & Satisfiability
Arguments & 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 topic by topic: logic, sets and functions, relations, posets and lattices, counting, recurrences and generating functions, groups, and graph theory. The classic exam computations, such as counting relations and onto functions, spanning trees and chromatic numbers, are taught inside the topic they belong to. It closes on a mastery topic that compares look-alike concepts, shows how to choose a counting or recurrence technique, and applies them to real systems. Every lesson carries audio narration, so a topic can be revised without reading it.

Learning path

GATE Computer Science

The complete GATE CS & IT syllabus on Abekus — Discrete Mathematics, 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 numerical problems posed as multiple-choice questions, not concept recall.

12 courses·22,569 practice MCQs·251h of content

Frequently asked questions

GATE CS: Discrete Mathematics Practice Course — 1860+ MCQs | Abekus