
CUET PG Jyotish Ganit Syllabus is designed for aspirants aiming to pursue postgraduate studies in Vedic Mathematics and Indian Astronomy. This syllabus evaluates a candidate’s understanding of classical texts, traditional mathematical methods, and celestial calculations based on Siddhanta Jyotish, Surya Siddhanta, and Golashastra. Knowing the syllabus thoroughly helps students prepare effectively for the CUET PG 2026 exam, covering topics like algebra, trigonometry, planetary calculations, and spherical astronomy in a structured way.
The CUET PG 2026 examination for Jyotish Ganit (Paper Code: ACQP11) focuses on classical texts and mathematical principles of Indian astronomy. The syllabus is primarily divided into core sections covering Siddhanta Jyotish, Karana texts, and Golashastra.
| CUET PG Jyotish Ganit Syllabus Overview | |
| Feature | Details |
| Exam Name | Common University Entrance Test (CUET PG) |
| Subject | Jyotish Ganit (Vedic Mathematics & Astronomy) |
| Paper Code | ACQP11 |
| Total Questions | 75 (Domain-specific) |
| Total Marks | 300 |
Aspirants can access the complete syllabus for CUET PG Jyotish Ganit through the official PDF. The CUET PG Jyotish Ganit Syllabus PDF provides detailed topics, including Siddhanta Jyotish, Surya Siddhanta, Golashastra, and traditional Indian mathematics, helping candidates plan their preparation effectively for the CUET PG 2026 exam. You can download the syllabus PDF from the link provided below and start your preparation with a clear understanding of all key subjects.
The CUET PG Jyotish Ganit syllabus is designed to test candidates on traditional Indian mathematical astronomy, Vedic mathematics, and classical astronomical calculations. It focuses on both theoretical understanding and problem-solving based on ancient Indian texts.
1. भारतीयज्योतिषशास्त्रस्य परिचयः (Introduction to Indian Astrology and Astronomy)
Overview of Jyotish Shastra.
Basic concepts of planetary motions, zodiac signs, and celestial phenomena.
Understanding traditional Indian astronomical terminology.
2. भारतीयज्योतिषशास्त्रस्य इतिहासः (History of Jyotish Shastra)
Evolution of Indian astronomy and astrology.
Contributions of key scholars like Aryabhata, Varahamihira, and Bhaskara.
Development of astronomical texts and calculation methods.
3. गोलपरिभाषा (Celestial Sphere Concepts)
Definitions related to the celestial sphere.
Understanding concepts like poles, equator, ecliptic, and celestial coordinates.
Basics of spherical astronomy used in Jyotish Ganit.
4. लीलावती (Lilavati – Arithmetic & Algebra)
Study of Bhaskaracharya’s Lilavati.
Arithmetic operations, ratios, series, and problem-solving techniques.
Application of algebraic methods in astronomical calculations.
5. भास्करीयबीजगणितम् (Bijaganita – Algebra by Bhaskara)
Algebraic equations and solutions.
Quadratic and higher-order equations.
Algebraic methods applied to planetary positions and time calculations.
6. रेखागणितम् (Geometry – Chapters 5, 6, 11, 12)
Plane and solid geometry concepts.
Geometrical methods for measuring celestial distances.
Coordinate geometry principles used in astronomical modeling.
7. त्रिकोणमिति (Trigonometry)
Fundamental trigonometric functions.
Applications in determining planetary positions.
Solving spherical and plane triangles.
8. चापीयत्रिकोणमिति (Circular/Plane Trigonometry)
Circular functions and their properties.
Use in calculating angles and distances in celestial sphere.
Trigonometric tables and ancient methods of calculation.
9. सूर्यसिद्धान्तः (पूर्वार्द्ध:) – Surya Siddhanta First Half
Basic principles of time measurement and planetary motion.
Methods for calculating solar and lunar positions.
Introduction to eclipses and their computation.
10. सूर्यसिद्धान्तः (उत्तरार्द्ध:) – Surya Siddhanta Second Half
Advanced calculations for eclipses and planetary longitudes.
Refinement of timekeeping methods.
Detailed planetary tables and predictive astronomy.
11. दीर्घवृत्तलक्षणम् (Ellipse Characteristics)
Study of ellipses and their properties.
Application in modeling planetary orbits.
Calculations involving eccentricity and focus of celestial paths.
12. आर्यभटीयम् (Aryabhatiya)
Aryabhata’s contributions to astronomy and mathematics.
Methods for calculating planetary periods and longitudes.
Mathematical formulas used in Jyotish Ganit.
13. सिद्धान्तशिरोमणिः (स्पष्टाधिकारान्तः – Siddhanta Shiromani, Detailed Chapters)
Advanced chapters covering algebra, arithmetic, and astronomy.
Problem-solving techniques for celestial calculations.
Application of mathematical concepts in planetary computations.
14. सिद्धान्तशिरोमणिः (पाताधिकारान्तः – Siddhanta Shiromani, Additional Chapters)
Further topics in Siddhanta Shiromani.
Astronomical calculations, including eclipses and planetary conjunctions.
15. सिद्धान्ततत्तवविवेक: (मध्यमाधिकारः – Siddhanta Tatva Viveka, Middle Chapters)
Conceptual understanding of astronomical principles.
Relationship between celestial motions and mathematical modeling.
16. सिद्धान्ततत्त्वविवेक: (स्पष्टाधिकारः – Siddhanta Tatva Viveka, Detailed Chapters)
Detailed study of planetary motions, eclipses, and time measurement.
Application of Vedic mathematics in astronomy.
17. ग्रहलाघवम् (स्पष्टाधिकारान्तम् – Grahalaghava, Detailed Chapters)
Calculation of planetary positions using Karana methods.
Predictive astronomy and astrological calculations.
Key reference text for fast and accurate planetary computations.
Understanding the CUET PG Jyotish Ganit Exam Pattern is crucial for time management. As per the latest updates, the paper consists of 75 multiple-choice questions (MCQs) solely from the domain subject.
| CUET PG Jyotish Ganit Exam Pattern | |
| Feature | Details |
| Mode of Exam | Computer-Based Test (CBT) |
| Language | Sanskrit or Bilingual (Sanskrit/English/Hindi) |
| Paper Code | ACQP11 |
| Total Questions | 75 MCQs (Domain-specific) |
| Total Marks | 300 |
| Duration | 105 minutes |
| Marking Scheme | +4 for correct answer, -1 for incorrect, 0 for unattempted |
The CUET PG Jyotish Ganit Marking Scheme follows a standardized format across all postgraduate papers:
Correct Answer: +4 marks.
Incorrect Answer: -1 mark (Negative marking applies).
Unanswered Questions: 0 marks.
Effective preparation is key to scoring well in CUET PG 2026 Jyotish Ganit. Following a structured approach and focusing on important topics can help candidates maximize their performance.
Analyze Previous Papers: Review past years’ questions to identify important and high-weightage topics.
Focus on Formulas: Memorize key formulas from Siddhanta Jyotish, Surya Siddhanta, and Golashastra.
Refer to Standard Texts: Study authentic texts and commentaries for a clear understanding of concepts.
Practice Numerical Problems: Regularly solve calculations related to planetary positions, eclipses, and time measurement.
Time Management: Take mock tests to improve speed and accuracy during the actual exam.
Revise Regularly: Make short notes for quick revision of important formulas and concepts.