Master Vedic Mathematics — Fast, Easy & Logical
Learn ancient Indian techniques to calculate up to 10–15× faster. Build confidence, accuracy, and problem-solving skills through 16 powerful Sutras.
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Invention & History
Vedic Mathematics is an ancient system of calculation which comprises a collection of techniques and sutras to solve mathematical problems in an easy and faster way. It includes 16 Sutras which are formulae and 13 sub-Sutras which are sub-Formulae. Vedic Mathematics sutras can be applied to solve any problems involving arithmetic, geometry, algebra, conics, and calculus. Vedic Mathematics has been proved to be beneficial for students and anyone practicing maths in saving time, increasing concentration power, expanding brain power, and memorizing.
Vedic Mathematics is an ancient system of calculation which comprises a collection of techniques and sutras to solve mathematical problems in an easy and faster way.
Vedic Mathematics was discovered by Shri Bharathi Krishna Tirthaji between AD 1911 and 1918. Regarded as the Father of Vedic Maths, Tirthaji published his findings in a book titled Vedic Mathematics in 1957 wherein he wrote about the 16 Sutras.
Why Learn Vedic Maths?
Faster Calculations
Multiply, divide, and solve equations faster than ever.
Boost Confidence
Removes fear of mathematics and makes it fun.
Exam Advantage
Ideal for Olympiads, NTSE, and entrance exams.
Improved Concentration
Enhances focus and sharpens the brain through logical problem-solving.
Enhances Memory
Strengthens recall power by practicing mental arithmetic and visualization methods.
Develops Logical Thinking
Improves analytical skills, reasoning, and creative problem-solving abilities.
Course Modules
Module 1 — Introduction
- History of Vedic Mathematics
- Understanding Sutras
Module 2 — Basic Operations
- Fast addition & subtraction
- Multiplication using crosswise method
Module 3 — Advanced Techniques
- Division shortcuts
- Squares, cubes, roots
16 Sutras of Vedic Mathematics
| Sutra (Formula) | Brief Description |
|---|---|
| 1. Ekādhikena Pūrvena (एकाधिकेन पूर्वेण) | By one more than the previous one – squaring numbers ending in 5. |
| 2. Nikhilam Navataścaramam Daśatah (निखिलं नवतश्चरमं दशतः) | All from 9 and the last from 10 – subtraction & multiplication near base numbers. |
| 3. Ūrdhva-Tiryagbhyām (ऊर्ध्व-तिर्यग्भ्याम्) | Vertically & crosswise – general multiplication formula. |
| 4. Parāvartya Yojayet (परावर्त्य योजयेत्) | Transpose & adjust – useful in division/equations. |
| 5. Śūnyam Sāmyasamuccaye (शून्यं साम्यसमुच्चये) | When the sum is the same, it is zero – solves equations quickly. |
| 6. Ānurūpye Śūnyamanyat (आनुरूप्ये शून्यमन्यत्) | If one ratio is in proportion, the other is zero – shortcut for proportions. |
| 7. Sankalana-Vyavakalanābhyām (संकलन-व्यवकलनाभ्याम्) | By addition & subtraction – helps in simultaneous equations. |
| 8. Puranāpuranābhyām (पुरणापुरणाभ्याम्) | By completion or non-completion – factorization & expansions. |
| 9. Calana-Kālanābhyām (चलन-कालानाभ्याम्) | Sequential motion – used in calculus. |
| 10. Yāvadūnam (यावदूनम्) | Whatever the deficiency – squaring numbers near base. |
| 11. Vyastisamastih (व्यष्टि-समष्टिः) | Part & whole – useful in algebra and numbers. |
| 12. Śeṣānyankena Caramena (शेषान्यङ्केन चरमेण) | Remainder by last digit – finding remainders. |
| 13. Sopāntyadvayamantyam (सोपान्त्यद्वयमन्त्यम्) | The ultimate and twice the penultimate – divisibility tests. |
| 14. Ekanyūnena Pūrvena (एकन्यूननेन पूर्वेण) | By one less than the previous one – multiplication of 9/99/999 series. |
| 15. Gunitasamuccayah (गुणितसमुच्चयः) | Product of the sum = sum of the products – factorization. |
| 16. Gunakasamuccayah (गुणकसमुच्चयः) | Factors of the sum = sum of the factors – algebra techniques. |
Inside the Classroom
FAQs
Who can join Vedic Maths classes?
Vedic Maths is suitable for students (8 years & above), college learners, and even working professionals who want to improve their calculation speed, accuracy, and mental math skills..
Are classes available online or offline?
Yes, classes are available in both online and offline modes. Students can choose according to their convenience and location.
Do students get certification after completing the course?
Yes. After successfully completing each level, students receive a certificate of achievement, which adds value to their academic and skill profile.
How is Vedic Maths useful for exams and studies?
Vedic Maths improves speed, accuracy, and confidence in solving mathematical problems. It is especially helpful for school exams, competitive exams, and Olympiads.
What are the benefits of learning Vedic Maths?
Faster calculations with easy techniques, Boosts memory and concentration, Reduces exam stress, Increases logical thinking and creativity
