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Explore the mathematical foundations of computer science.
Exam‑style questions with instant feedback.
Section 1: Foundations of Logic
Section 2: Predicate Logic and Quantifiers
Section 3: Proof Techniques
Section 4: Set Theory
Section 5: Relations and Functions
Section 6: Combinatorics
What you’ll achieve
Study logic, proofs, and the foundations of mathematical reasoning.
Explore sets, relations, functions, and their applications in computing.
Learn combinatorics, graph theory, and counting techniques.
Understand Boolean algebra and its role in digital logic design.
Build strong analytical skills for algorithms, cryptography, and software design.

Course overview
Discrete Mathematics provides the essential tools and theories used in computing and information technology. This course covers logic, set theory, functions, relations, combinatorics, graph theory, and Boolean algebra. Students will learn how discrete structures underpin algorithms, data structures, and cryptography. By focusing on problem-solving and proofs, discrete math equips learners with the logical reasoning and analytical skills needed to design efficient algorithms and understand the theoretical limits of computation.
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