![]() | PARTNER COURSE Vedic Maths English Calculation Tricks & Practice567,465 students learning this week · Last updated on Apr 13, 2026 |

Vedic Mathematics is an ancient system of calculation based on 16 sutras (aphorisms) and 13 sub-sutras discovered by Bharati Krishna Tirthaji between 1911 and 1918. Published in 1965, this mathematical approach offers alternative methods for performing arithmetic operations that are significantly faster than traditional calculation techniques. For Class 6 students, Vedic Maths provides a foundation in quick calculation methods that can be applied throughout their academic journey.
The "Improve Your Calculations: Vedic Maths" course is specifically designed for Class 6 students in English medium schools. It encompasses fundamental operations like addition, subtraction, multiplication, and division, along with advanced topics such as squares, square roots, cubes, and cube roots. This comprehensive course helps young learners develop mental math tricks that reduce their dependency on calculators while building strong numerical confidence.
Vedic Mathematics operates on the principle of finding multiple solutions to a single problem. Unlike traditional math methods that follow a linear approach, Vedic Maths shortcuts encourage students to think flexibly and choose the most efficient method based on the numbers involved. This mental calculation improvement is one of the primary reasons why thousands of Indian students are embracing Vedic Mathematics for competitive examination preparation and everyday calculations.
The advantages of Vedic Mathematics extend far beyond the classroom. Students who master Vedic Maths techniques experience remarkable improvements in their speed math abilities, often increasing their calculation speed by 10-15 times compared to traditional methods. This speed enhancement is particularly valuable when appearing for competitive examinations where time management is critical.
Beyond academics, Vedic Mathematics helps students in daily life. Whether calculating percentages at a shop, managing pocket money, or solving mathematical puzzles, the quick calculation methods learned through Vedic Maths become handy tools.
Addition is the foundation of all mathematical operations, and mastering fast addition techniques gives students a strong base. Vedic Maths addition tricks use complementary numbers and base methods to simplify even complex addition problems. These mental addition techniques are particularly useful when adding numbers close to powers of 10.
For Class 6 students, learning addition through Vedic methods makes the process intuitive and engaging. Instead of simply adding digit by digit from right to left, students learn to identify patterns and use shortcuts that make calculations lightning-quick. Our detailed Addition chapter breaks down these techniques with step-by-step examples that are easy to follow.
The base method for addition involves choosing a convenient base (usually 10, 100, or 1000) and working with the differences from that base. This approach transforms difficult additions into simple operations that can be solved mentally within seconds.
Subtraction often intimidates young students, especially when dealing with borrowing and carrying over. Vedic Mathematics transforms subtraction into a simpler process using the Nikhilam sutra—"All from 9 and last from 10." This ancient principle eliminates the need for borrowing and makes fast subtraction methods accessible to every student.
The Vedic approach to subtraction using base methods allows students to work with complements rather than worrying about borrowing. This fundamental shift in perspective makes subtraction nearly as simple as addition. Explore our comprehensive Subtraction chapter to master these powerful quick subtraction techniques.
Vedic multiplication techniques are among the most impressive Vedic Math shortcuts students can learn. The Urdhva-Tiryagbhyam (Vertically and Crosswise) method allows multiplication of any numbers using a systematic approach that's often faster than traditional long multiplication. For Class 6 students struggling with multiplication tables, Vedic Maths multiplication tricks provide elegant solutions.
Special fast multiplication tricks exist for multiplying numbers by 11, 111, and numbers close to bases like 100 or 1000. These multiplication techniques dramatically reduce calculation time and make mental math tricks accessible to everyone. Our detailed Multiplication chapter covers all major multiplication techniques with clear examples.
| Method | Best Used For | Advantage |
|---|---|---|
| Urdhva-Tiryagbhyam | Any two-digit or multi-digit multiplication | Fast and systematic |
| Multiplication by 11 | Numbers being multiplied by 11 | Single step calculation |
| Near Base Method | Numbers close to 100, 1000, etc. | Extremely fast for near-base numbers |
Division is typically considered the most complex arithmetic operation, but Vedic Mathematics simplifies it remarkably. The division techniques taught in this course use systematic approaches like straight division and flag division methods that make quick division methods straightforward and efficient.
The Paravartya Yojayet sutra (Transpose and adjust) is particularly useful for division problems. Students learn to break down complex divisions into manageable steps, reducing mental strain while maintaining accuracy. Check our detailed Division chapter to master these quick division techniques.
Calculating squares quickly is one of the most striking features of Vedic Mathematics. The Ekadhikena Purvena sutra (By one more than the previous one) enables students to find squares almost instantly, especially for numbers ending in 5. For Class 6 students, learning to find squares and square roots using Vedic Maths opens up new possibilities in problem-solving.
The duplex method and direct formula approaches covered in our Squares and Square Roots chapter teach students how to find square roots quickly. These square tricks are not just academically valuable but also help in competitive examination preparation where mental calculation speed makes a real difference.
Cube calculations and finding cube roots are advanced topics that seem intimidating to most students, but Vedic Mathematics makes them surprisingly simple. The cube calculation tricks taught in this course use pattern recognition and systematic approaches that allow students to solve cube-related problems mentally.
Our comprehensive Cube and Cube Roots chapter introduces students to shortcut formulas and digit patterns that make cube calculations manageable. Understanding these cube tricks strengthens mathematical intuition and prepares students for higher-level mathematics.
The Digit Sum Method, also known as casting out nines, is a verification technique that ensures calculation accuracy. In this method, the sum of digits is repeatedly reduced to a single digit, creating a checksum that can verify whether your calculation is correct. This verification method is invaluable for students wanting to ensure their answers are accurate.
By learning this cross-checking method in mathematics, students develop the habit of verifying their work. Our detailed Digit Sum Method chapter explains how to apply this verification technique across different operations, making accuracy checks second nature.
The digit sum method involves adding all digits of a number repeatedly until a single digit remains. This single digit becomes the basis for verification. If your calculation is correct, the digit sum of the answer should match the calculated digit sum using the digit sums of the original numbers.
The Eleven Check Method is another powerful verification technique in Vedic Mathematics. Unlike the digit sum method, this approach uses alternating digit sums to verify calculations. It's particularly useful for divisibility checks and ensuring answers are mathematically sound before finalizing them.
Learning this accuracy check in calculations helps students develop mathematical rigor. Our specialized Eleven Check Method chapter demonstrates how to apply this verification approach in various problem-solving scenarios, ensuring your answers stand up to scrutiny.
| Verification Method | Application | Strength |
|---|---|---|
| Digit Sum Method | All arithmetic operations | Catches most calculation errors |
| Eleven Check Method | Divisibility and complex operations | More rigorous verification |
The 16 Vedic Maths sutras are the foundation of this entire mathematical system. For Class 6 students, mastering a few key sutras is more valuable than attempting to learn all of them at once. The most applicable Vedic Mathematics formulas for this level include Nikhilam Navatashcaramam Dashatah, Urdhva-Tiryagbhyam, and Ekadhikena Purvena.
Understanding these Vedic Mathematics sutras helps students recognize when to apply specific techniques. Rather than memorizing formulas mechanically, students learn the underlying principles that make Vedic Maths work, leading to genuine mathematical understanding.
The most visible benefit of learning Vedic Maths is the dramatic improvement in mental calculation speed. Students who practice these speed math techniques regularly find themselves solving problems that would normally require 10-15 steps in just 2-3 mental calculations.
This mental math improvement happens because Vedic techniques optimize the calculation process. By choosing methods tailored to specific number patterns, students minimize unnecessary steps. Regular practice with these fast calculation techniques builds mental strength, making mathematics enjoyable rather than stressful.
While traditional mathematics focuses on one standardized method per operation, Vedic Mathematics offers multiple approaches. For simple additions and multiplications, traditional methods work fine, but for complex calculations, Vedic methods prove significantly faster and more flexible.
The key difference is that Vedic Mathematics encourages students to think creatively and choose the most efficient path for each problem. This flexibility, combined with the speed advantages, makes Vedic Maths particularly valuable for competitive examination preparation and professional environments where quick mental calculations are essential.
The "Improve Your Calculations: Vedic Maths" course on EduRev provides comprehensive practice resources for Class 6 students. Each chapter includes detailed explanations, worked examples, and opportunities to practice the techniques learned.
Consistent practice is the key to mastering Vedic Mathematics. Start with basic operations and gradually progress to more advanced topics. Work through examples carefully, understanding not just the what but the why behind each technique. With regular practice using these resources, most students see noticeable improvement in their calculation speed within 2-3 weeks.
Begin your Vedic Maths journey today by exploring our complete course material and watch your mathematical confidence soar!
Class 6 Syllabus: Improve Your Calculations with Vedic Maths (English)
This course is helpful for the following exams: Class 1, Class 5, Class 6, Class 7, Class 8, Class 9, Class 10, Commerce, Humanities/Arts, Bank Exams, Teaching, SSC CGL, SSC CHSL, CTET & State TET, Grade 2, Grade 3, Grade 4, Grade 5, Grade 6, Grade 7, Grade 8, Grade 9, Grade 10, Year 2, Year 3, Year 4, Year 5, Year 6, Year 7, Year 8, Year 9, Year 10, Grade 2, Grade 3, Grade 4, Grade 5, Grade 6, Grade 7, Grade 8, Grade 9, Grade 10, Year 2, Year 3, Year 4, Year 5, Year 6, Year 7, Year 8, Year 9, Year 10, Primary 2, Primary 3, Primary 4, Primary 5, Primary 6, JSS 1, JSS 2, JSS 3, SSS 1, Grade 1, Grade 2, Grade 3, Grade 4, Grade 5, Grade 6, Grade 7, Grade 8, Grade 9, Grade 10, PPSC PCS (Punjab), Grade 1, Grade 6, Grade 8, Grade 10, Regulatory Body Exams
| 1. How do I multiply two-digit numbers quickly using Vedic Maths tricks for Class 6? | ![]() |
| 2. What are the easiest Vedic Maths techniques for fast division in Class 6 exams? | ![]() |
| 3. Can Vedic Maths help me solve square and square root problems faster for Class 6? | ![]() |
| 4. How do I use Vedic Maths shortcuts for addition and subtraction in Class 6? | ![]() |
| 5. What's the best way to master Vedic Maths formulas and sutras for Class 6 math? | ![]() |
| 6. How can Vedic Maths improve my mental calculation speed for Class 6 exams? | ![]() |
| 7. What are common mistakes Class 6 students make when learning Vedic Maths techniques? | ![]() |
| 8. How does Vedic Maths make fraction and decimal calculations easier for Class 6? | ![]() |
| 9. Can Vedic Maths help with algebraic simplification problems in Class 6 curriculum? | ![]() |
| 10. How should I practise Vedic Maths daily to see improvement in Class 6 calculations? | ![]() |