Learn Vedic Speed Mathematics Systematically & Step by Step

Name: Learn Vedic Speed Mathematics Systematically & Step by Step
Rating: 4.7 (97 reviews)

Ancient India's Amazingly Compact, Powerful & World's Fastest Mental Calculation System

Created byChaitanya Patil

Last updated 4/2025

English

What you'll learn

You will be able to solve Mathematical problems in very less time.
You will become Conceptually Strong.
You will Develop Strong Analytical Thinking.
You will find Improvement in your Mental Ability, Sharpness, Creativity, Intelligence & Self Confidence.
You will come out of Maths Phobia & become Mathe-Magician.
You will Achieve Academic & Overall Success.

Course content

16 sections • 52 lectures • 4h 15m total length

Introduction to Vedic Speed Mathematics (Theory)1:32
How to use this Video Course?1:11

Introduction to Base Method3:29
Case 1: Base Method (When Both numbers are below Working Base)7:18
Learn base method case 1 for multiplying numbers below the working base, using base and complement to form left and right parts and evaluate cross values, including 189×92.
Case 2: Base Method (When Both numbers are above Working Base)4:35
Case 3: Base Method (When one number is below and another is above Working Base)6:46
Case 4: Base Method (Two Different Working Bases)6:33
Master the base method with two working bases, using complements and surpluses to compute 94 times 88 and 96 times 1124, then adjust by removing trailing zeros.
Case 5: Base Method (Not nearer to Working Base)6:17
Explore the base method in Vedic speed mathematics, comparing criss cross and base-based strategies. Learn to choose a base, use complements, and compute left and right parts with base multiples.
Multiplication (using Base Method)

Multiplication by Repeating 9s (×99; ×999; ×9999;×99999; etc.)8:31
Multiplication when Final Digits Added up gives Power of 106:40
Discover a speed-mathematics trick for multiplying numbers where final digits sum to a power of ten, using a left part of identical-number multiplication and a right part powered tail.
Multiplication by 114:40
Learn the Vedic speed method for multiplying by 11 by taking the first and last digits and adding adjacent digits to form the middle digits, with carries transferred left.
Multiplication by 124:46
Multiplication by 5, 25 and 1253:35
Miscellaneous Examples2:27
Multiplication (Special Cases)
Multiplication (Special Cases - 2)

Introduction to Vinculum Numbers4:03
Division (using Transpose and Apply - Above Working Base)9:58
Division (using Transpose and Apply - Above Working Base - Some More Examples)15:56
Division (using Transpose and Apply - Below Working Base)8:52
Learn vedic speed mathematics division using transpose and apply below working base, with base complements and digit-wise placement to compute quotient and remainder.
Division (using Transpose and Apply)

Subtraction using "All from 9 and Last from 10"3:07
Master subtraction from the working base using the all from 9 and last from 10 method to subtract any number, with step-by-step examples and purification technique.
Subtraction using Purification3:14
Discover purification-based subtraction using the purification formula to perform column-wise subtraction, place the difference, and apply the base method, illustrated with multiple practice examples.
Subtraction using Base Method2:36
Subtraction

Squares of numbers ending with Digit 53:13
Square numbers ending with 5 using the one more than the previous square method, with the left part from the number formed after discarding last digit and right part 24.
Squares (using Surpluses)4:24
Master squares using surpluses with a base and surplus approach, forming left and right parts and squaring the surplus. Apply hundred and thousand bases to examples like 107 and 108.
Squares (using Complements)4:35
Squares (using Criss Cross Method)1:00
Learn to square bigger numbers with the criss cross method, treating a number as itself times itself, with step-by-step exercises and a look ahead to square roots.
Squares

Requirements

Arithmetic Basics

Description

Vedic Speed Mathematics is a collection of simple one liner formulas to solve mathematical problems in easy and faster way. It is Very Simple, Efficient, Fast, Coherent, Flexible, Original & Straight Forward. It is Amazingly Compact, Powerful & World's Fastest Mental Calculation System. India's next gift to the world could be Vedic Speed Mathematics. You can solve mathematical problems in just few seconds. Students just loves it.

Introduction to Vedic Speed Mathematics:

Vedic Speed Mathematics is World’s Fastest Mental Calculation System.
It is Amazingly Compact and Powerful System of Calculation.
It is a collection of simple Formulas to solve mathematical problems in easy and faster way.
It Consists of 16 Formulas (Aphorisms) and 16 Corollaries (Sub-formulas).
It was rediscovered from the Vedas by Jagadguru Shankaryacharya Sri Bharati Krishna Tirthaji Maharaja of India.

Features & Benefits of Learning “Vedic Speed Mathematics”

It is Very Simple, Efficient, Fast, Coherent, Flexible, Original & Straight Forward.
It is Amazingly Compact and Powerful System of Calculation.
It Leads to Improvement in Mental Ability, Sharpness, Creativity & Intelligence.
Problems are reduced to One Line Answers.
It can be Learnt and Mastered with Ease and in little Time.
Covers from Basic Numeracy Skills to Advanced Math Topics.
Faster Calculations and High Accuracy level when compared to the Conventional Methods.
Increased Concentration and Confidence.
Vedic Mathematics System also provides a set of Independent Cross Checking Methods.
It Helps in Achieving Academic Success.

Who this course is for:

Students (School and College Goers).
Parents (For Self Learning and Teaching their Kids).
Mathematics Teachers and Math Lovers.
Students who all are preparing various competitive exams & Job Interviews where fast calculations are required.
Scientists and Researchers (to enable further research in Indian Mathematics, Astronomy, Astrophysics etc.).

Learn Vedic Speed Mathematics Systematically & Step by Step

What you'll learn

Explore related topics

Course content

Introduction to Vedic Speed Mathematics2 lectures • 3min

Multiplication (using Base Method)6 lectures • 35min

Multiplication (using Criss - Cross Method)4 lectures • 33min

Multiplication (Special Cases)6 lectures • 31min

Introduction to Division1 lecture • 1min

Division (using Transpose and Apply)4 lectures • 39min

Division (using Flag Method)1 lecture • 10min

Addition2 lectures • 7min

Subtraction3 lectures • 9min

Squares4 lectures • 13min

Requirements

Description

Who this course is for: