
Vedic Maths Course
Vedic Maths gives you a proven system to calculate faster, think sharper, and outperform in any number-heavy situation. This course takes you from the foundational 16 Sutras all the way through algebra, roots, and competitive exam strategy. Whether you're preparing for an aptitude test or simply want to master mental maths, this is the most complete Vedic Maths training available.
What you'll learn:
In this course, you will master all 16 Vedic Sutras and learn exactly when and how to apply each one across addition, subtraction, multiplication, division, and algebra. You will develop the ability to multiply and divide large numbers mentally, extract square and cube roots without a calculator, and solve quadratic and simultaneous equations using compact Vedic methods. You will also apply these techniques to real-world problems involving percentages, interest, ratios, and data interpretation. By the final chapter, you will have the speed, accuracy, and strategic decision-making skills needed to excel in competitive aptitude exams.
How you study in practice Vedic Maths Course
How you practise Vedic Maths Course
For businesses looking to train their team
With Dedika for businesses, the course includes exercises and examples tailored to your own business and the way your company needs.
Course content
8 Chapters • 33 LessonsDuration between 4 and 360 hours (you decide)
Chapter 1HideHide detailsSee detailsFoundations of Vedic Mathematics
Foundations of Vedic Mathematics
Lesson 1 • History and Philosophy of Vedic Maths
Trace the origin of Vedic Maths from ancient Sanskrit texts to modern revival. Provides cultural and intellectual context for all techniques ahead.
Lesson 2 • Number Sense and Mental Readiness
Develop intuitive number awareness as a prerequisite for speed calculation. Trains pattern recognition and estimation skills foundational to Vedic methods.
Lesson 3 • The 16 Sutras Overview
Introduce all 16 Vedic Sutras as concise mental operation rules. Students map each Sutra to its primary arithmetic application.
Lesson 4 • Sub-Sutras and Corollaries
Examine the 13 sub-Sutras that extend primary rules to special cases. Builds a complete reference framework for all subsequent chapters.
Chapter 2HideHide detailsSee detailsRapid Addition and Subtraction
Rapid Addition and Subtraction
Lesson 1 • Complements and Base Numbers
Introduce the concept of complements from bases 10, 100, and 1000. Complements underpin nearly all Vedic addition and subtraction shortcuts.
Lesson 2 • Left-to-Right Addition
Apply the Sutra 'By one more than the one before' to add from left to right. Reduces cognitive load and enables faster mental totalling.
Lesson 3 • Vedic Subtraction Using Complements
Use the 'All from 9, last from 10' Sutra to subtract without borrowing. Students eliminate the most error-prone step in conventional subtraction.
Lesson 4 • Checking Results with Digit Sums
Use digit-sum casting to verify addition and subtraction answers instantly. Embeds a self-checking habit that carries through all later chapters.
Chapter 3HideHide detailsSee detailsVedic Multiplication Techniques
Vedic Multiplication Techniques
Lesson 1 • Multiplying Algebraic Expressions
Extend 'Urdhva Tiryagbhyam' to polynomial multiplication. Bridges arithmetic mastery to algebraic applications introduced in later chapters.
Lesson 2 • Vertically and Crosswise Multiplication
Apply the 'Urdhva Tiryagbhyam' Sutra for general multiplication of any two numbers. This is the most universally applicable Vedic multiplication method.
Lesson 3 • Multiplication by Special Numbers
Exploit patterns when multiplying by 11, 12, 99, and similar numbers. Builds a toolkit of instant-recall shortcuts for common multipliers.
Lesson 4 • Multiplication Near a Base
Use the 'Nikhilam' Sutra to multiply numbers close to bases like 10, 100, or 1000. Reduces multiplication to simple addition and small-number products.
Lesson 5 • Squaring Numbers Efficiently
Use the 'Yavadunam' and 'Anurupyena' Sutras to square numbers near bases and ending in 5. Students compute squares mentally in seconds.
Chapter 4HideHide detailsSee detailsVedic Division Methods
Vedic Division Methods
Lesson 1 • Recurring Decimals and Fractions
Convert fractions to recurring decimals using Vedic cyclic patterns. Reveals the elegant structure underlying repeating decimal sequences.
Lesson 2 • Division by Two-Digit Divisors
Extend straight division to two-digit divisors using the Paravartya Sutra. Students handle real-world division problems with fewer written steps.
Lesson 3 • Straight Division Basics
Introduce the Vedic straight-division layout using a flag digit. Establishes the structural framework all advanced division methods build upon.
Lesson 4 • Divisibility Rules the Vedic Way
Apply Vedic divisibility tests for 7, 11, 13, and other primes. Enables rapid pre-screening before performing full division.
Chapter 5HideHide detailsSee detailsSquares, Cubes, and Roots
Squares, Cubes, and Roots
Lesson 1 • Square Root Extraction
Extract square roots of perfect and imperfect squares using the duplex method. Students identify root digits systematically without trial and error.
Lesson 2 • Cube Root Extraction
Identify cube roots of perfect cubes by digit-pattern recognition. Extends root-finding skills to third-power inverses.
Lesson 3 • Advanced Squaring Techniques
Apply duplex-based squaring to numbers of three or more digits. Extends the squaring toolkit beyond the base-proximity methods of Chapter 3.
Lesson 4 • Cubing Numbers with Vedic Methods
Use the Anurupyena Sutra and ratio method to cube two- and three-digit numbers. Builds on squaring skills to extend to third-power calculations.
Chapter 6HideHide detailsSee detailsVedic Algebra and Equations
Vedic Algebra and Equations
Lesson 1 • Polynomial Division and Factoring
Divide and factor polynomials using the Paravartya Sutra and synthetic-style layout. Connects algebraic division to the arithmetic division skills of Chapter 4.
Lesson 2 • Linear Equations by Paravartya
Apply the Paravartya Sutra to solve linear equations by transposition. Provides a faster alternative to conventional balancing methods.
Lesson 3 • Simultaneous Equations
Solve pairs of linear equations using the Sunyam Samyasamuccaye and Anurupye Sutras. Students identify special patterns that yield instant solutions.
Lesson 4 • Quadratic Equations
Factor and solve quadratic equations using Vedic splitting and Vilokanam (inspection). Reduces factoring to a visual pattern-matching process.
Chapter 7HideHide detailsSee detailsApplied Arithmetic and Problem Solving
Applied Arithmetic and Problem Solving
Lesson 1 • Interest and Growth Calculations
Calculate simple and compound interest using Vedic approximation and exact methods. Builds financial numeracy on top of multiplication and squaring skills.
Lesson 2 • Percentages and Ratios
Compute percentages and ratio comparisons using Vedic proportionality shortcuts. Directly applicable to business, finance, and everyday quantitative tasks.
Lesson 3 • Data Interpretation Shortcuts
Apply Vedic estimation and approximation to interpret tables and graphs quickly. Prepares students for competitive exam data-sufficiency and analysis sections.
Lesson 4 • Speed, Distance, and Time Problems
Solve motion problems using Vedic ratio and proportion techniques. Reinforces simultaneous-equation skills in a practical applied context.
Chapter 8HideHide detailsSee detailsSpeed Calculation and Competitive Mastery
Speed Calculation and Competitive Mastery
Lesson 1 • Full-Length Mock Practice
Complete integrated mock tests covering all eight chapters under timed conditions. Identifies residual weak areas and consolidates exam readiness.
Lesson 2 • Timed Drill Methodology
Structure progressive timed drills to build calculation speed systematically. Applies deliberate practice principles to Vedic Maths skill consolidation.
Lesson 3 • Sutra Selection Strategy
Develop a decision framework for choosing the optimal Sutra for any problem. Transforms isolated technique knowledge into a unified problem-solving system.
Lesson 4 • Competitive Exam Question Patterns
Analyse question formats from aptitude and competitive exams to apply Vedic shortcuts. Students recognise trigger patterns that signal which Sutra to use.
Your valid completion certificate
This course is for you:
University student: preparing for entrance or aptitude exams with tight time limits.
Working professional: handling financial data and wanting faster mental calculation skills.
Schoolteacher or tutor: seeking alternative arithmetic methods to engage struggling students.
Competitive exam candidate: targeting banking, civil service, or engineering entrance tests.
Homeschooling parent: looking for structured, systematic ways to teach maths at home.
Hobbyist learner: fascinated by ancient mathematical systems and practical mental shortcuts.
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