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Scholarsight
Ancient Knowledge

Vedic Math

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Last updated Aug 2026

Course Overview

About This Course

Welcome to Complete Vedic Mathematics: Master All 16 Sutras, a comprehensive course designed to help you master the complete system of Vedic Mathematics through all 16 powerful Sutras. Whether you are a student, competitive exam aspirant, teacher, or anyone interested in improving mental calculation skills, this course provides a structured approach to learning fast, accurate, and efficient mathematical techniques.


The course begins with the fundamentals of Vedic Mathematics and systematically covers all 16 Sutras, including Ekadhiken Purvena, Nikhilam Navatashcaramam Dasatah, Urdhva-Tiryagbhyam, Paravartya Yojayet, Sankalana Vyavakalanabhyam, Yaavadunam, Shesanyankena Charamena, and many more. Each sutra is explained with its meaning, underlying logic, step-by-step applications, and practical examples. You will learn techniques for rapid multiplication, division, factorization, algebraic simplification, equation solving, and mental calculations that significantly improve speed and accuracy.


By the end of this course, you will have a deep understanding of all 16 Vedic Math Sutras and the confidence to apply them in academics, competitive examinations, and everyday calculations.

Learning Outcomes

Master all 16 Vedic Mathematics Sutras and understand their practical applications.

Apply fast and efficient techniques for arithmetic, algebra, and mental calculations.

Improve speed, accuracy, and problem-solving skills for academic and competitive examinations.

Solve complex mathematical problems using Vedic Mathematics shortcuts and strategies.

Develop a strong foundation in ancient Vedic mathematical principles and their modern applications.

Identify and select the appropriate Vedic Mathematics Sutra for different types of mathematical problems and apply it effectively for faster and more accurate solutions.

Curriculum

18hr 2min 16 Sections • 164 Lectures
Introduction to Vedic Maths
Preview
0:36
Understanding Sutra #1 Ekadhikena Purvena
0:56
Application: How to Find Square of Any Number Ending with 5
4:08
Application: How to Get Multiplication of Any Number With 11?
2:11
How to Do Square of a Three Digit Number in a Finger Click
3:31
How to Multiply Any Three Digit Number with 11?
1:34
How to Get Multiplication of an N Digit Number with 11?
1:14
Practice Questions on Sutra #1 with Solutions
5:22
Product of Two Numbers if Sum of Digits at Unit Place is 10 & Other Digits Same
3:06
Exercise: Product of Two Numbers If Their Unit Digit Total is 10 and Rest Same
Preview
2:25
Product of 2 Numbers when Their Unit Digit Total is 10 BUT Other Digits Not Same
1:38
Multiplying Three Digit Numbers If Unit Digit Adds to 10 and Other Digits Same
1:33
Multiplying Four Digit Numbers If Unit Digit Adds to 10 and Other Digits Same
1:17
How to Find Decimal Value of Any Fractions with Denominator Ending with 9?
10:09
Introduction to Sutra 2
Preview
6:18
How to Subtract Any Number from Power of 10?
7:09
Subtraction if Digits in Subtrahend are not Same as Number of Zeroes in Minuend?
4:08
How to Subtract Any Number from the Multiple of Power of 10?
9:25
Subtraction of a Decimal Number from Multiple of Power of Ten
9:10
How to Multiply Two Numbers Which are Close to the Same Base?
4:33
Multiplying Two Numbers Which are Close to the Same Base With Carry Forward
9:19
Multiplying Two Numbers Which are Close But Less or More than the Same Base
9:21
Multiplying Two Numbers Which Are Less or More than the Same Base: Exercises
4:30
How to Multiply Two Numbers Which are Away From Base?
8:55
How to Multiply Two Numbers Which are Away From Base: Exercise Part 1
7:29
How to Multiply Two Numbers Which are Very Away From Base: Exercise Part 2
5:54
How to Divide a Number Using Nikhilam Sutra: Part 1
9:38
How to Divide a Number Using Nikhilam Sutra: Part 2
8:39
Introduction to Sutra 3: Multiplying Two Numbers
6:43
How to Multiply or Find Square of Two Digit Numbers?
8:36
How to Square Any Two Digit Number?
5:43
Practice Solution: Multiplication and Square of Two Digit Numbers
7:20
Multiplication of Three Digit Numbers
4:22
Exercise Multiplication of Three Digit Numbers and Three-Two Mixed Digit Number
9:09
Multiplication of Four Digit Numbers
6:42
Practice Exercise: Multiplication of Four Digit Numbers
6:03
Introduction to Sutra 4: How to Divide Two Number when Base is Ten?
Preview
4:30
Dividing Two Number when Denominator is Near or Far From the Base of Hundred
8:25
Exercise: Division when Denominator is Near or Far From the Base of Hundred
6:09
Division when Denominator is Lesser Than the Base of Hundred
7:58
Introduction to Vedic Algebra
5:34
Introduction to Sutra 5 and Vedic Algebra
9:54
If Product of Constants is Same, then Variable Value is Zero
8:29
If Numerators are same, sum of denominators is zero
8:29
If Sum of Numerators and Sum of Denominators are same, then Both Sums are zero
9:25
Exercise on Sutra 5
3:13
If Difference of Numerators and Denominators are same, then Both Difference are Zero
4:22
Exercise on Sutra 5: Solving Linear Quadratic and Cubic Equations in a Snap
6:08
Introduction to Sutra 6: How to Solve a Two Variable Linear Equation?
Preview
5:34
Concept: Coordinate Geometry of Linear Equations
9:47
Concept: How to Solve Two Linear Equations Using Coordinate Geometry?
6:09
Exercise: Solving Two Variable Questions Using Sutra 6
8:28
Introduction to Sutra 7: Solving Two Variable Linear Equation with Changed Coefficient
7:19
Ex: Solving 2 Variable Equations with Interchanged Coefficients Using Sutra 7
9:24
Types of Solution to a Linear Equation: No Solution, One and Infinite Solution
7:14
Exercise Based on Sutra 6 and 7: Part 1
8:40
Exercise Based on Sutra 6 and 7: Part 2
7:09
Exercise Based on Sutra 6 and 7: Competitive Exam Level Questions
6:25
Basics of Quadratic Equations: Part 1
9:27
Basics of Quadratic Equations: Part 2
4:38
Solving Quadratic Equations Using Factorization Method
7:51
Solving Quadratic Equations WITHOUT Factorization Method, i.e. Using Sutra 8
4:50
Exercise: Solving a Quadratic Equations Using Sutra 8 When b is Even
8:57
Exercise: Solving a Quadratic Equations Using Sutra 8 When b is Odd
4:24
Solving a Quadratic Equation Using Sutra 8
9:51
Solving Cubic Equations Using Factorization Method
10:31
Solve cubic equations using Sutra 8: Part 1
4:56
Exercise: Solve cubic equations using Sutra 8- Part 2
7:04
Solving Bi-quadratic Equations Using Factorization Method: Part 1
8:52
Solve Bi-quadratic Equations Using Factorization Method: Part 2
5:36
Solving a Bi-quadratic Equation With Sum of Roots Zero
10:06
Vedic Calculus: Deriving Sridharacharya Formula
10:18
Solving Quadratic Equations With Sutra 9 and Factorization Method
10:01
When to Use Sutra 9 Vs Factorization Method for Solving Quadratic Eq: Part 1
9:53
When to Use Sutra 9 Vs Factorization Method for Solving Quadratic Eq: Part 2
8:04
Different Types of Quadratic Equations and Their Solutions
9:47
How to Find Square Root of any Perfect Square Number?
8:04
Exercise: Finding Square Root of Any Perfect Square Between 1 to 100
7:38
Exercise: Finding Square Root of Any Perfect Square Between 100 to 250
How to Find Square Root of a Non Perfect Square Number?
6:51
Exercise: Finding Square Root of Non Perfect Square Number
6:36
Solution to Exercise: Finding Square Root of a Non Perfect Square Number
9:37
How to Find Square Root of a Large Digit Non Perfect Square Number?
10:29
Introduction to Sutra 10
4:34
Finding Squares of Numbers Between 70 to 130: Part 1
9:31
Finding Squares of Numbers Between 70 to 130: Part 2
9:39
Finding Squares of Numbers Between 70 to 130: Part 3
8:35
Finding Squares of Numbers Between 25 to 75: Concept and Practice Questions
9:03
Multiplication Of Large Numbers in Single Line Using Sutra 10
10:14
Squaring Numbers from 1 to 999: Method 1
8:15
Squaring Numbers from 1 to 999: Method 2
10:15
Squaring Numbers from 1 to 999: Practice and Deciding Which Method to Use & When
8:30
Squaring Numbers from 1 to 999: Method 3 For Difficult Squares
8:59
Cubing Numbers Near the Base
9:53
Cubing Numbers Near the Multiple of Base
9:47
Cubing Numbers lesser than the Multiple of Base: Part 1
7:38
Cubing Numbers lesser than the Multiple of Base: Part 2
8:38
Cubing Numbers Between 1 to 99: Numbers Beginning With 1
4:55
Cubing Numbers Between 1 to 99: Numbers Ends with 1
4:01
Cubing Numbers Between 1 to 99 When Both Numbers Are Same
7:41
Cubing Numbers Between 1 to 99 When Both Numbers Are Different (Any No. bw 1-99)
9:52
Understanding Sutra 11: What Vyashtisamasthi Means?
4:34
Understanding Ratio and Fraction Using Sutra 11
4:26
Solving Arithmetic Questions of Ratios Using Sutra 11
4:39
Practice Question: Solving Ratios Using Sutra 11
3:35
Proper and Improper Fraction and Their Properties
6:50
Previous Exam Question on Proper and Improper Fraction and Their Properties
7:38
Application: Multiplying Any Number By 11
5:16
Application: Multiplying Any Number by 111
3:12
Exercise: Multiplying Any Number by 111
4:26
Application: Multiplying Any Number by 1111, 111111 and So On
6:20
Corollary: Solving Algebraic Equations with Three Variables
2:11
Corollary: Example - Solving Algebraic Equations with Three Variables
6:10
Corollary: Exercise 1- Solving Algebraic Equations with Three Variables
7:08
Corollary: Exercise 2- Solving Algebraic Equations with Three Variables
4:02
Solving Biquadratic Equations: Concept
2:30
Solving Biquadratic Equations: Example
9:54
Understanding Sutra 12: Concept of Remainder and Quotient
2:55
Concept of Remainder and Quotient
4:49
Converting a Recurring Decimal from Fraction: Part 1
7:21
Converting a Recurring Decimal from Fraction: Part 2
4:27
Fraction 1 divided by 7 and it's Multiples: Solved Verbally Without Calculation
6:50
Converting Recurring Decimal to Fraction: Concept
3:57
Converting Recurring Decimal to Fraction: Method and Concept
5:06
Converting Recurring Decimal to Fraction: Best Method - Without Pen and Paper
4:09
Understanding Meaning and Application of Sutra 13
3:06
Examples of Multiplication with 12: Larger Numbers
4:04
Examples of Multiplication with 13
4:02
Logic of Multiplication with 13 to 19
7:29
Multiplication of numbers with 14
8:01
Multiplication of numbers with 15
3:40
Multiplication of numbers with 15: Practice Questions
8:40
Multiplication of numbers with 16: with Practice Questions
7:20
Multiplication of numbers with 17: with Practice Questions
7:29
Multiplication of Numbers with 18
4:28
Multiplication with 18: Practice Questions With How to Choose Right Method
9:24
Multiplication of Numbers With 18 and 19
4:24
Multiplication of Numbers With 19 Using Sutra 13
7:51
Multiplication of Numbers With 19 using Ultimate Method
5:24
Introduction To Sutra 14 and it's Applications
4:33
Multiplication of Number Having n Digits with Upto n-1 Nines
6:53
Multiplication of Number Having n Digits with More Than n Numbers of Nines
7:32
Multiplication of Number Having n Digits with More Than n Number of Nines
10:03
Multiplication of Fractional or Decimal Numbers with n Number of Nines
7:31
Subtraction Using Sutra 14: Concepts
5:03
Subtraction of Any Two Numbers Using Ekadikena and Ekaneyena Sutras
5:15
Subtraction of Any Two Numbers Using Ekadikena and Ekaneyena: Exercise
7:49
Understanding the Sutra 15 and It's Applications
5:22
Finding If an Equation is Correct Using Sutra 15
8:40
Finding If a Cubic and Bi-Quadratic Equation is Correct Using Sutra 15
8:45
Introduction
3:05
How to Check Correctness of Quadratic Equations and Find Unknown Variables?
9:45
Perfect Numbers: An Introduction
7:31
Factors, Multiples, and Prime Factorization: An Introduction
4:10
Prime Factorization and Prime Numbers: An Introduction
7:37
Finding Number of Factors of Any Number
7:35
Number of Factors of Perfect and Non Perfect Squares
9:20
Number of Prime and Composite Factors
4:49
HCF and LCM Using Sutra 16
6:39
HCF and LCM, Sum of Factors and Product of Factors
4:58
Solving CAT Question Using Sutra 16: Quadratic Equations
7:58
Proving Deductions of Quadratic Equations
6:21
CAT Question on Quadratic Equations: Based on Sutra 16
4:38
Competitive Exam Frequently Asked Questions on Quadratic Equations
9:33
Meet your instructors

Learn from Experts and Leaders

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An experienced and passionate instructor, [Name] is dedicated to fostering a dynamic and engaging learning environment where students feel motivated to grow both academically and personally. With a strong foundation in their subject area, they bring clarity, structure, and enthusiasm to every lesson, ensuring complex concepts are made accessible and relevant. Their teaching approach blends theoretical knowledge with practical application, encouraging students to think critically and develop problem-solving skills. Known for their supportive and approachable demeanor, [Name] builds meaningful connections with students, understanding that each learner has unique strengths and challenges. They are committed to creating an inclusive classroom atmosphere where curiosity is encouraged, questions are welcomed, and every student feels valued. By adapting teaching methods to suit diverse learning styles, they help students gain confidence and achieve their full potential. Beyond the classroom, [Name] is deeply invested in continuous learning and professional development, staying updated with the latest educational practices and advancements in their field. They often contribute to curriculum development, mentorship programs, and extracurricular activities, reinforcing their role as not just an instructor, but a mentor and guide. Their ultimate goal is to inspire lifelong learning and empower students to succeed in an ever-evolving world.

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Mr. Nikhil Bhalla

Mr. Nikhil Bhalla

B.Tech. (CSE) | CAT, CLAT & CUET Educator | Mathematics Expert

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Nikhil Bhalla is a highly respected Mathematics and Aptitude trainer at Scholarsight and a faculty member at T.I.M.E. (Triumphant Institute of Management Education). A B.Tech. in Computer Science & Engineering graduate from the Birla Institute of Technology, India, he has extensive experience mentoring students for prestigious competitive examinations, including CAT, CLAT, CUET, IPMAT, and other aptitude-based entrance tests. Renowned for his expertise in Quantitative Aptitude, Logical Reasoning, and Vedic Mathematics, he is known for simplifying complex mathematical concepts through practical techniques and exam-oriented strategies. His guidance has helped thousands of students secure exceptional percentiles in CAT and gain admission to the Indian Institutes of Management (IIMs) and other premier institutions. With a learner-centric teaching style and a passion for making mathematics engaging and accessible, Nikhil is dedicated to empowering students with the confidence, speed, and problem-solving skills needed to excel in competitive examinations and achieve their academic and professional aspirations.

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