Thinking of pursuing an MCA through CUET PG 2026? Great choice! But before you dive into preparation, it’s important to get familiar with the CUET PG MCA syllabus (SCQP09). Knowing what to study and how to study it can make a huge difference in your performance.

The CUET MCA syllabus primarily focuses on Mathematics, Logical Reasoning, and Computer Fundamentals. These are the core areas that assess your technical and analytical skills. In this blog, we’ll walk you through the complete subject-wise CUET PG MCA syllabus 2026, along with a free downloadable syllabus PDF. So, if you’re ready to plan smart and prep right, let’s get started!

Table of Contents
Overview of CUET PG MCA Syllabus and Other Details
CUET PG MCA Syllabus 2026 – Subject-Wise Breakdown
Download Latest CUET PG MCA Syllabus PDF (SCQP09)
CUET MCA Syllabus 2026 vs Other MCA Entrance Exam Syllabus
Preparation Tips for CUET PG MCA Syllabus 2026
Faqs

Overview of CUET PG MCA Syllabus and Other Details

Before diving into the detailed syllabus, it’s important to understand the structure of the CUET PG MCA exam (SCQP09). The exam is designed to test candidates on the very subjects that form the foundation of an MCA program. The overview table below summarises all the important details of the CUET PG MCA exam:

Particulars Details
Exam Name CUET PG MCA (SCQP09)
Conducting Authority National Testing Agency (NTA)
Exam Mode Online/CBT
Total Questions & Type 75 MCQs
Medium of Paper English & Hindi (Bilingual)
Total Marks 300 (4 marks for each correct answer)
Negative Marking -1 mark for each wrong answer
Duration 90 minutes (1 hr 30 mins)
Sections Covered Mathematics, Analytical & Logical Reasoning, Computer Science,

Digital Fundamentals

CUET PG MCA Syllabus 2026 – Subject-Wise Breakdown

CUET PG MCA Syllabus breakdown

The CUET PG MCA syllabus 2026 (SCQP09) is designed to test a candidate’s analytical ability, mathematical skills, and computer science fundamentals. The 75 compulsory MCQs in the exam cover the following areas:

1. Thinking and Decision Making CUET MCA Syllabus

This section checks problem-solving ability, reasoning, and pattern recognition.
Key topics include:

  • Creative thinking & unfamiliar relationships
  • Verbal reasoning and logical puzzles
  • Identification of the odd one out (letters, numbers, figures)
  • Geometrical design recognition
  • Numerical series and pattern-based questions
  • Syllogisms and logic-based reasoning

2. MCA Maths Syllabus in CUET PG

Mathematics is a crucial component of the MCA syllabus. This section tests your fundamental concepts.
Important areas:

  • Set Theory: Union, intersection, cardinality, permutations & combinations
  • Probability & Statistics: Basics of probability, averages, frequency distributions, measures of central tendency & dispersion
  • Algebra: Linear & quadratic equations, indices, logarithms, progressions, determinants, matrices
  • Coordinate Geometry: Distance formula, lines, circles, parabola, ellipse, hyperbola
  • Calculus: Limits, continuity, differentiation, maxima & minima, integration (by substitution, parts, partial fractions), definite integrals, applications in areas

3. Computer Science Syllabus in CUET MCA Exam

This section tests technical knowledge related to programming, data structures, and operating systems.
Topics include:

  • Operating Systems: Functions, processes, threads, inter-process communication, concurrency, deadlock, CPU/I-O scheduling, banker’s algorithm, memory management, file systems (DOS, UNIX, Windows)
  • Data Structures: Arrays, stacks, queues, linked lists, trees (BST, AVL, B-Tree family), graphs, hashing, recursion, sorting & searching algorithms
  • Digital Fundamentals: Number systems, complements, fixed & floating-point representation, error detection codes, Boolean algebra, logic gates, K-map simplification, combinational & sequential circuits, flip-flops, multiplexers, registers, counters, memory units

Pro Tip: Mathematics and computer science make up the bulk of the CUET PG MCA entrance exam syllabus. So you should prepare rigorously for these sections. 

Summarising the CUET PG MCA syllabus, we have,

Subject Area Key Topics Covered
Thinking & Decision Making Creative thinking, verbal reasoning, odd-one-out, numerical series, geometrical design recognition, syllogisms, logic-based reasoning
Mathematics Set theory, probability & statistics, algebra (equations, logarithms, progressions), determinants & matrices, coordinate geometry (lines, circles, conic sections), calculus (limits, continuity, differentiation, integration, definite integrals, applications)
Computer Science Operating systems (processes, threads, deadlock, scheduling, memory management), data structures (arrays, stacks, queues, linked lists, trees, graphs, hashing, sorting & searching), digital fundamentals (number systems, Boolean algebra, logic gates, combinational & sequential circuits, memory units)

Download Latest CUET PG MCA Syllabus PDF (SCQP09)

For effective preparation, aspirants should always keep the official CUET PG MCA syllabus PDF handy. The syllabus document released by the NTA clearly outlines the key subjects & topics. Also, it has exam guidelines for the MCA entrance exam 2026 (SCQP09).

Download the official CUET PG MCA Syllabus 2026 (SCQP09) PDF here.

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CUET MCA Syllabus 2026 vs Other MCA Entrance Exam Syllabus

While CUET PG has emerged as the central gateway for MCA admissions across many universities. However, it’s worth noting that several other universities conduct their own MCA entrance exams. Each exam has its own syllabus focus. However, the subject core overlaps in most MCA entrance exams with the CUET PG MCA syllabus. The table below has the comparative analysis of different MCA entrance exams:

Exam Subjects Covered Focus Area Question Paper Style
CUET PG MCA (SCQP09) Mathematics, Thinking & Decision Making, Computer Science, Digital Fundamentals Balanced focus on mathematics, reasoning, and computer awareness 75 compulsory MCQs, bilingual (English/Hindi)
Maharashtra MCA CET Mathematics, Logical/Abstract Reasoning, English Comprehension, Computer Awareness Strong emphasis on reasoning and aptitude 100 MCQs, computer-based
TANCET MCA Quantitative Ability, Analytical Reasoning, Logical Reasoning, Computer Awareness, Verbal Ability Heavier focus on aptitude & verbal skills 100 MCQs, offline mode
ICET (for MCA) Analytical Ability, Mathematical Ability, Communication Ability Reasoning & communication-based 200 MCQs, computer-based
KIIT MCA Mathematics, Analytical Ability, Computer Awareness Core technical knowledge & reasoning 120 MCQs
VIT MCA English communication,

Technical Subject

Programming fundamentals & technical subject knowledge 100 MCQs
JNU MCA Mathematics, Reasoning, Computer Applications Strong mathematical foundation 100 MCQs
AMU MCA Mathematics, Reasoning, General English, Computer Awareness Mathematics-heavy syllabus 100 MCQs

Preparation Tips for CUET PG MCA Syllabus 2026

To crack the CUET PG MCA exam, you need smart planning and consistent practice. Here are some quick tips:

  • Know the Syllabus: Download the official CUET PG MCA syllabus PDF 2026 and analyse and mark your focus topics.
  • Plan Your Study: Divide time between mathematics, reasoning, and computer science. Prioritise maths (algebra, probability, calculus) and computer fundamentals (OS, data structures, digital logic).
  • Practice Regularly: Solve PYQs and mock tests to improve speed, accuracy, and time management.
  • Strengthen Basics: Revise formulas, programming logic, and key computer science concepts.
  • Use the Right Books: B.S. Grewal for Mathematics, R.S. Aggarwal for Reasoning, and Horowitz & Sahni for Data Structures are highly recommended.
  • Discover on YouTube: Search on YouTube and discover educators. The platform provides an ocean of knowledge, and it’s absolutely free.
  • Revise Smartly: Maintain short notes for formulas and key concepts for last-minute revision.

Frequently Asked Questions

    The CUET PG MCA syllabus 2026 (SCQP09) includes four main subjects. These are Mathematics, Thinking & Decision Making, Computer Science, and Digital Fundamentals.
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