Vedic Maths Program for Students
Learning math does not always have to be tough or daunting. With proper methodology, this subject can become one of the most interesting subjects for your child. The AVAS Vedic Maths Program for Students has been developed to help perform calculations easily, rapidly, and interestingly through Indian mathematical formulas.
Vedic Maths is an effective and efficient system which helps kids solve calculations rapidly and mentally through formulas known as Sutras. With systematic learning, continuous practice, worksheets, and concept-based methodology, kids develop skills of calculating at a fast pace, concentration, memory power, and problem-solving abilities.
No matter whether your child finds mathematics tough or wants to excel in it, the AVAS Vedic Maths Program suits them perfectly well.
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Why Choose AVAS Vedic Maths Program?
AVAS (Abacus & Vedic Arithmetic Study) is among the premier institutions in the field of Abacus, Vedic Maths, and Skill Development Education in India. Being an NSDC Skill India Approved Training Partner and NCERT Content Partner, AVAS has been enriching students through its unique approach of learning since 2010.
The Vedic Maths program is structured to develop mental arithmetic skills, build confidence in mathematics, develop problem-solving skills, and simplify and make mathematics fun for students.
What Makes AVAS Unique?
Program Features
AVAS Vedic Maths Syllabus & Learning Structure
A structured, progressive curriculum for students from Grade 4 onwards. Select your program below to view the complete level-wise syllabus.
Specially designed for students who have mastered basic arithmetic and are ready to learn faster calculation techniques using Vedic Maths Sutras. Strengthens mathematical concepts, improves speed and accuracy, and builds confidence for school mathematics, Olympiads, and competitive exams.
- Introduction to Vedic Maths & Sutras
- Addition Techniques: Ekadhik, Ekanyunena, Balancing
- Dodging Tables & Table Formation
- Multiplication – Numbers Starting/Ending with 1
- Multiplication by 11, Multiples of 11, 101
- Unit Conversions (Paise, cm, g, ml, m, L)
- Count Triangles & Circles
- Mock Test
- Understand the basics of Vedic Maths Sutras
- Perform faster addition and multiplication techniques
- Improve calculation speed and accuracy
- Strengthen multiplication tables and number sense
- Learn practical unit conversions with ease
- Develop logical thinking and observation skills
- Improve confidence in solving school maths
- Live Interactive Classes
- Concept-Based Learning
- Activity & Puzzle Sessions
- Practice Worksheets
- Visual Demonstrations
- Speed Calculation Exercises
- Mock Tests & Performance Assessment
- Multiplication by 9, numbers ending in 9 (19–999)
- Multiplication by 5, 6, 15, 25, 50
- Division by 5, 8, 9, 25, 50, 99, 100, 1000
- Subtraction from 100/1000, Decimal Subtraction
- Addition & Subtraction of Time
- Count Rectangles & Squares
- Mock Test
- Master advanced multiplication shortcuts using Vedic Maths
- Perform quick division by common numbers
- Solve subtraction and decimal calculations mentally
- Improve speed in time-based arithmetic problems
- Develop strong analytical and visualization skills
- Increase confidence with larger numbers
- Build a strong foundation for higher-level Vedic Maths
- Live Interactive Classes
- Step-by-Step Vedic Maths Techniques
- Activity & Brain Gym Sessions
- Speed Calculation Practice
- Real-Life Application Exercises
- Worksheets & Regular Practice Sheets
- Mock Tests & Performance Evaluation
- Multiplication by 11, 22–99, 111, 222–999
- Multiplication when unit/tens digits sum to 10
- Addition & Subtraction – Base Method
- Multiplication by 6 (Odd Numbers), Digital Root
- Divisibility Tests (2, 3, 5, 10)
- Multiplication by 125, 1001, 12–19, 112–119
- Multiplication by Numbers Consisting of 9s
- 3×3 Grid Method & Mock Test
- Master advanced Vedic Maths multiplication techniques
- Perform lightning-fast calculations with 11, 111, 125, 1001 patterns
- Apply shortcut methods for numbers whose digits sum to 10
- Solve multiplication using Base Methods with speed
- Understand Digital Root and Divisibility Rules
- Improve logical thinking and pattern recognition
- Solve complex multiplication mentally with confidence
- Enhance calculation speed for Olympiads and competitive tests
- Live Interactive Classes
- Step-by-Step Vedic Maths Sutra Training
- Shortcut Technique Demonstrations
- Activity-Based Learning
- Speed Calculation Drills
- Pattern Recognition Exercises
- Practice Worksheets
- Mental Calculation Sessions
- Mock Tests & Performance Evaluation
Specially designed for middle school and senior secondary students who want to master advanced mathematical techniques for school academics, Olympiads, competitive examinations, aptitude tests, and entrance exams.
- Multiplication by 11, 22–99, 12–19, 111, 222–999
- Multiplication when unit/tens digits sum to 10
- Multiplication by 9 and numbers ending in 9
- General Method (2D×2D & 3D×3D)
- Base Method: Below & Above Base (10–10000)
- Subtraction (All from 9 & Last from 10), Vinculum & Devinculum
- Division by 9, 8, 11, 12, Below/Above Base 100
- Squares (Above & Below Base 10–900), Numbers ending in 5
- Mock Papers
- Master powerful Vedic multiplication shortcuts
- Perform high-speed calculations using Base Methods
- Learn Vinculum & Devinculum techniques
- Solve advanced multiplication and division mentally
- Improve logical reasoning and mathematical accuracy
- Strengthen visualization and number sense
- Develop exceptional calculation speed
- Build confidence for school maths and Olympiads
- Reduce dependency on calculators
- Live Interactive Classes
- Step-by-Step Sutra-Based Learning
- Activity-Based Teaching
- Guided Practice Sessions
- Speed Calculation Drills
- Brain Gym Activities
- Practice Worksheets
- Weekly Mock Tests
- Performance Assessment
- Tables using Vinculum
- Multiplication by Numbers of Nines
- General Multiplication (2D×2D, 3D×3D, 4D×4D)
- Division – Flag Method (2, 3 & 4 Digit Divisors)
- Long Addition & Subtraction using Vinculum
- Squares – Duplex Method
- Square Root of Perfect & Imperfect Squares
- Cubes & Cube Root of Perfect Cubes
- Fourth Power (2-Digit Numbers)
- Digital Roots in Addition, Subtraction & Multiplication
- Multiplication & Division by 25 & 50
- Mock Papers
- Master high-speed multiplication techniques
- Solve complex division using Flag Method
- Perform advanced Vinculum calculations
- Learn Square Root & Cube Root techniques
- Understand Digital Roots for faster verification
- Improve speed in competitive calculations
- Develop higher-order logical thinking
- Increase confidence in solving advanced arithmetic
- Live Interactive Classes
- Advanced Vedic Maths Sutra Training
- High-Speed Calculation Practice
- Flag Method Demonstrations
- Visual Learning Techniques
- Timed Practice Sessions
- Worksheets & Assignments
- Mock Tests
- Individual Performance Reviews
- Addition & Subtraction of Fractions
- Auxiliary Fractions (Divisors Ending with 9, 8, 7, 6 & 1)
- Multiplication – General Method (2D×2D×2D – 3 Rows)
- Multiplication – Base Method (3 Rows)
- Magic Squares
- Algebraic Multiplication & Division
- Divisibility Tests (2 to 23)
- Approximation Techniques
- Calendar Techniques & Date Calculations
- Mock Papers
- Perform fraction calculations using Vedic Maths techniques
- Master Auxiliary Fraction methods for faster division
- Solve multi-dimensional multiplication with confidence
- Understand algebraic multiplication and division
- Apply divisibility rules from 2 to 23 quickly
- Learn rapid calendar and date calculation techniques
- Improve mental calculation speed and analytical thinking
- Build confidence for Olympiads and competitive exams
- Live Interactive Classes
- Concept-Based Vedic Maths Learning
- Algebra Practice Sessions
- Calendar & Logic Activities
- Visualization Techniques
- Guided Worksheets
- Speed Calculation Drills
- Mock Tests
- Individual Performance Evaluation
- Product of Two Numbers Ending with 5
- Revision – Base Method (Below, Above & Mixed Base)
- Base Method (One Below & One Above – Same/Different Base)
- Horizontal Multiplication (2D×2D)
- Sum & Difference of Products
- Value of Algebraic Expressions
- Duplex Method – Squares of Algebraic Expressions
- Addition Using Complements
- Square Root of Perfect & Imperfect Squares
- Mixture & Allegation, Time & Work
- Mock Test & Final AVAS Certification
- Master advanced Base Method multiplication techniques
- Solve complex multiplication using horizontal methods
- Apply algebraic expressions and Duplex methods
- Find square roots of perfect and imperfect squares quickly
- Solve aptitude topics like Mixture & Allegation and Time & Work
- Strengthen logical reasoning and problem-solving skills
- Improve speed and accuracy for competitive examinations
- Successfully complete the AVAS Senior Vedic Maths Program
- Live Interactive Classes
- Advanced Sutra-Based Learning
- Concept Demonstrations
- Real-Life Problem Solving
- Aptitude & Competitive Exam Practice
- Speed Calculation Sessions
- Practice Worksheets
- Revision Modules
- Mock Tests & Performance Analysis
- Final Assessment & AVAS Certification
Program Highlights
Suitable for Students from Grade 4 Onwards
Online Live & Offline Class Options
Available in Hindi & English
Small Batches for Personal Attention
Level-Based Curriculum with Vedic Sutras
Government-Certified AVAS Trainers
NSDC-Guided Learning Framework
Certification After Every Level
Useful for School Exams, Olympiads & Competitive Tests
Regular Practice Worksheets & Mock Tests
Benefits of Learning Vedic Maths at AVAS
⚡ Fast Calculation Skills
Students get trained to solve intricate mathematical calculations with the help of Vedic Maths tricks in no time.
🎯 Accuracy in Calculations
With practice, students become adept at solving problems without making any errors.
🧠 Improves Focus and Concentration
Vedic Maths training enhances students' focus, concentration, memory, and alertness.
🔍 Enhances Logical Ability
There are several ways of solving problems with Vedic Maths, which helps develop strong logical skills.
😊 Overcomes Math Phobia
The easy and systematic way of teaching makes students feel confident about the subject and eliminates math phobia.
📚 Useful for School Tests and Exams
The tricks aid students in performing well in school tests, Olympiads, and competitive examinations.
🏆 Mathematical Confidence
With the ability to solve calculations quicker and with ease, students' confidence increases gradually.
📈 Improves Academic Performance
Enhanced speed, accuracy, and logical thinking contribute to better results across school subjects and competitive exams.
AVAS Certificate of Achievement
Upon successful completion of each level, students receive an AVAS Certificate of Achievement, recognizing their progress and mastery in Vedic Maths Skills.
These certificates are issued under the NSDC Skill India framework and are widely recognized across India.
What Students & Parents Say
"My daughter struggled with multiplication tables. After joining the AVAS Vedic Maths program, she now solves them in seconds. Her school grades have improved significantly."
"The Vedic Maths techniques taught at AVAS are incredible. I can now solve complex multiplication and division problems in my head. It has helped me a lot in competitive exam preparation."
"My son was very weak in maths. After 3 months of AVAS Vedic Maths training, his confidence has completely changed. He enjoys maths now and actively participates in class."
"AVAS's Vedic Maths program helped me crack my Olympiad exam. The shortcut techniques are amazing and easy to learn. I highly recommend this program to every student."
"The structured level-based approach of AVAS Vedic Maths is excellent. My child learns at her own pace and the teachers are very patient and supportive."
"I joined the SVM program for entrance exam preparation. The Base Method and Flag Division techniques have saved me so much time during exams. Truly a game-changer!"
Frequently Asked Questions
Give Your Child the Vedic Maths Advantage Today
Join AVAS and help your child experience the power of fast, simple, and confidence-building mathematics through structured Vedic Maths learning.
