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ABACUS (BEGINER PROGRAM)

Boost your child’s brain power with Abacus training. Improve concentration, memory, and calculation speed through fun and interactive learning.

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CHARU Zenvy
1 TO 4
Mathematics

Course Overview

Our Abacus Program is a comprehensive mental arithmetic course designed to help students build strong mathematical and cognitive skills through a structured learning approach. Beginning with basic number concepts and simple calculations, students gradually progress to advanced arithmetic operations, complement techniques, multi-digit calculations, multiplication, and mental math strategies.

The program goes beyond mathematics by improving concentration, memory, visualization, logical reasoning, analytical thinking, and problem-solving abilities. Through regular abacus practice and guided exercises, students learn to calculate faster, improve accuracy, and develop greater confidence in handling numbers.

Each level is carefully designed to strengthen both academic and life skills while making learning enjoyable and engaging. As students advance, they transition from using a physical abacus to performing calculations mentally, enhancing their speed and mental agility. By the end of the program, learners become confident mental calculators with strong numerical abilities, improved focus, and a solid foundation for academic excellence and lifelong learning.


Learning Outcomes

  • Improves concentration and memory power
  • Enhances visualization and imagination skills
  • Develops faster calculation ability
  • Boosts confidence and academic performance
  • Strengthens left and right brain coordination
  • Faster Mental Calculations
  • Improved Concentration & Memory
  • Strong Visualization Skills
  • Enhanced Problem-Solving Ability
  • Greater Confidence in Mathematics
  • Strong Foundation for Competitive Learning and Academic Success

Course Requirements

  • Kids aged 5 to 15 years
  • School studentS
  • Beginners with no prior knowledge
  • Suitable for children aged 5 years and above
  • No prior knowledge of Abacus is required for beginners
  • Students should have basic number recognition skills
  • Required Abacus Instrument (provided or purchased separately)
  • Required Course Workbook/Practice Book
  • Required Pencil, Eraser, and Notebook
  • Access to online classes or learning platform
  • Stable internet connection
  • Laptop, Desktop, Tablet, or Smartphone
  • Webcam and microphone (recommended)
  • Quiet learning environment
  • Students must successfully complete each level before progressing to the next level
  • Regular assessments will be conducted to evaluate understanding and skill development
  • Parent Support required encourage daily practice and monitor progress with attendance
  • Parent support to create a positive learning environment at home

Course Syllabus

Level 1

Module 1 – Introduction to Vedic Mathematics

Students discover the fascinating world of Vedic Maths, its origins, benefits, and the powerful 16 Sutras that form the foundation of all Vedic mathematical techniques. This module builds curiosity and develops a positive mindset towards mathematics.

Module 2 – Speed Addition Techniques

Students learn smart addition methods including Dot Addition and Complement Addition techniques. They gradually progress from simple calculations to handling multiple large numbers with greater speed, accuracy, and confidence.

Module 3 – Speed Subtraction Techniques

This module introduces quick subtraction methods using the famous Nikhilam Sutra ("All from 9 and the Last from 10"). Students master complements, mental subtraction strategies, error-checking methods, and techniques that significantly improve calculation speed.

Module 4 – Multiplication Foundations

Students build a strong multiplication foundation through table revision, real-life applications, pattern-based multiplication methods, and the powerful Ekadhikena Purvena Sutra. The focus is on developing speed, accuracy, and number sense.

Module 5 – Division Shortcuts

Students learn simple yet effective division techniques using base numbers and mental halving methods. These strategies make division faster, easier, and more intuitive while strengthening overall numerical understanding.

Module 6 – Advanced Multiplication Techniques

This module equips students with powerful shortcuts for multiplying by numbers such as 25, 50, 250, 500, 11, 111, and more. Through pattern recognition and mental calculation strategies, students learn to solve complex multiplication problems quickly and efficiently.

 

Module 7 – Number Transformation Techniques

Students explore advanced Vedic concepts such as Deviations, Vinculate Numbers, and De-vinculate Numbers. These techniques simplify calculations, strengthen number manipulation skills, and prepare learners for higher-level Vedic Maths applications.

Module 8 – Oral Maths & Speed Training

Students develop strong mental calculation abilities through oral exercises, rapid-response challenges, memory activities, and concentration-building tasks. This module enhances quick thinking, confidence, and mathematical fluency.

Module 9 – Assessment & Course Completion

The final module reviews all key concepts learned throughout the course and evaluates students' understanding through practical assessments. Students reflect on their learning journey, celebrate their achievements, and prepare for the next level of Vedic Maths.

 

Level 2

Module 1 – Foundation Revision & Number Operations

Students strengthen their mathematical foundation by revisiting essential concepts such as LCM, HCF, and the BODMAS rule. This module develops number sense, logical thinking, and problem-solving skills required for advanced Vedic Maths techniques.

Module 2 – Vinculum Mathematics

Students explore the powerful concept of Vinculum Numbers, learning how large digits can be transformed into smaller negative digits to simplify calculations. They apply Vinculum methods in addition, subtraction, and multiplication tables to improve mental calculation speed.

Module 3 – Base Multiplication Techniques

This module introduces the famous Nikhilam Multiplication Method for numbers near bases such as 10, 100, 1000, and 10000. Students learn to use deviations and pattern-based calculations to perform rapid multiplications with accuracy and confidence.

Module 4 – Above & Below Base Combinations

Students learn advanced multiplication techniques where one number is above a base and the other is below it. By mastering positive and negative deviations, they develop efficient strategies for solving complex multiplication problems mentally.

Module 5 – Advanced Base Multiplication

This module extends base multiplication techniques to working bases such as 20, 50, 200, and 500. Students discover how Vedic Maths can simplify calculations involving non-standard bases while enhancing pattern recognition and mental agility.

 

Module 6 – Special Multiplication Shortcuts

Students master powerful shortcuts for multiplying by numbers such as 22, 33, 222, 333, 999, and numbers ending in 9. These techniques significantly increase calculation speed and are highly useful for competitive examinations.

Module 7 – Division Shortcuts & Divisibility Rules

Students learn rapid division methods and divisibility tests that eliminate lengthy calculations. The module focuses on mental division, number properties, and quick verification techniques to improve efficiency and accuracy.

Module 8 – Squaring & Number Series

Students discover fast methods for squaring numbers and identifying number patterns. Through series-based approaches and pattern recognition, they develop stronger mental calculation abilities and improve mathematical intuition.

Module 9 – Criss-Cross Multiplication

Students learn the powerful Urdhva Tiryagbhyam (Vertically and Crosswise) Sutra, enabling them to multiply multi-digit numbers quickly and systematically. This module strengthens visualization skills and introduces advanced multiplication strategies.

Module 10 – Three-Tier Multiplication Techniques

Students learn to multiply three numbers simultaneously using Vedic Maths principles. The module develops advanced calculation skills, mental visualization, and efficient problem-solving techniques often used in competitive mathematics.

Module 11 – Special Multiplication Methods

Students explore advanced multiplication methods involving numbers such as 99, 999, and 9999. These shortcut techniques reduce lengthy calculations and help students perform large multiplications with remarkable speed and accuracy.

Module 12 – Special Base Multiplication

Students learn unique multiplication techniques using numbers such as 101, 1001, 10001, and similar bases. These methods reveal elegant mathematical patterns and provide powerful shortcuts for large-number calculations.

Module 13 – Oral Maths & Speed Development

This module focuses on strengthening mental arithmetic through oral exercises, speed drills, and rapid-response challenges. Students improve concentration, memory, confidence, and overall mathematical fluency.

Module 14 – Course Completion & Revision

The final module consolidates all concepts learned throughout Level 2 through revision activities and course review sessions. Students assess their progress, reinforce key techniques, and prepare confidently for more advanced levels of Vedic Maths.

Level 3

Module 1 – Special Multiplication Patterns

  • Multiplication – Starting Digits are Same
  • Multiplication – Ending Digits are Same

Module 2 – Advanced Division Techniques

  • Division by 11
  • Division by 9, 99, 999 & 9999
  • L-Method Division

Module 3 – Square Root Techniques

  • Shortcut for Square Root
  • Square Numbers Between 50 and 60
  • Squares Ending with 5
  • Squares Starting with 5

Module 4 – Duplex Squaring Methods

  • Squaring by Duplex Method
  • Addition of Squares by Duplex Method
  • Squares Ending with Zero

Module 5 – Cube Roots & Cubes

  • Cube Root Shortcut Method
  • Cubes of 2-Digit Numbers
  • Cubes of 3-Digit Numbers
  • Cubes of 4-Digit Numbers
  • Cube Extract – Senior Level

Module 6 – Advanced Powers

  • Fourth Power Calculations

Module 7 – Advanced Criss-Cross Calculations

  • Criss-Cross (2×2 + 2×2)
  • Mixed Criss-Cross Problems
  • Multi-Layer Criss-Cross Calculations

Module 8 – General Division Methods

  • Word Problems – Multiplication Applications
  • General Method of Division
  • Transpose and Adjust Technique
  • Advanced Division Word Problems

Module 9 – Multi-Tier Multiplication

  • Multiplication (3-Row General Method)
  • Nareshesh Checking Method
  • Four-Tier Multiplication Above Base
  • Four-Tier Multiplication Below Base

Module 10 – Decimal Mathematics

  • Decimal Addition
  • Decimal Subtraction
  • Left-to-Right Subtraction
  • Left-to-Right Addition

Module 11 – Averages & Digit Sum

  • Average Calculation Shortcuts
  • Digit Sum Method

Module 12 – Oral Maths & Speed Development

  • Oral Maths Practice – Sheet 1
  • Oral Maths Practice – Sheet 2
  • Oral Maths Practice – Sheet 3

Module 13 – Revision & Course Completion

  • Revision & Notes
  • Benefits of Vedic Maths
  • Level 3 Review & Graduation

 

 

Level 4

Module 1 – Algebra Fundamentals

  • Algebra Addition
  • Algebra Subtraction
  • Combined Addition & Subtraction

Module 2 – Algebraic Operations

  • Algebraic Multiplication
  • Algebraic Division
  • Algebraic Expressions

Module 3 – Algebra Applications

  • Substitution of Values
  • Finding Unknown Variables (Find X)
  • Bracket Expansion

Module 4 – Advanced Algebra

  • Advanced Algebraic Division
  • Simultaneous Equations
  • Algebraic Equations

Module 5 – Factorization & Brackets

  • Factorization
  • Removing Brackets
  • Expression Simplification

Module 6 – Auxiliary Fractions

  • Introduction to Auxiliary Fractions
  • Auxiliary Fraction Practice
  • Decimal Conversion Techniques

Module 7 – Calendar Mathematics

  • Calendar Techniques
  • Day Finding Methods
  • Leap Year Calculations

Module 8 – Approximation Techniques

  • Approximation of Decimal Multiplication
  • Fast Estimation Methods
  • Mental Calculation Strategies

Module 9 – Pythagoras Theorem

  • Pythagoras Theorem Basics
  • Pythagorean Triples
  • Real-Life Applications

Module 10 – Coordinate Geometry

  • Distance Formula
  • Perpendicular Distance
  • Equation of a Straight Line
  • Coordinate Geometry Applications

Module 11 – Magic Squares

  • 3 × 3 Magic Squares
  • 4 × 4 Magic Squares
  • 5 × 5 Magic Squares
  • 9 × 9 Magic Squares

Module 12 – Oral Maths Practice

  • Oral Maths Sheet 1
  • Oral Maths Sheet 2
  • Oral Maths Sheet 3

Module 13 – Revision & Course Completion

  • Revision Notes
  • Benefits of Vedic Maths Level 4

Final Assessment & Graduation

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Course thumbnail
This Course Includes:
Duration
35 HOURS
Course Level
1 TO 4
Lessons
3
Tags
Language
English
Price
₹2999