
Learn sutra #1 ekadhikena purvena, meaning by one more than the previous one, and see how to obtain the next number from the previous, such as after seven.
Discover the vedic maths trick to multiply any number by 11, using the sums of adjacent digits to form the middle digit(s) and handle carries, demonstrated on numbers like 42, 53, and 67.
Master the Vedic math technique to square a three-digit number in a finger click, using the next-number multiplication and the 11 trick to compute 325^2 as 105625.
Learn the subtraction method when the subtrahend's digits differ from the minuend's zeros, using nine and ten complements to align digits, with mythic maths applied to daily life and examples.
Explore multiplying numbers around the base 1000 using the all-from-name and the last-from-them method, through exercises and practice questions that reinforce base-1000 concepts.
Learn to multiply two numbers away from a base using a nearby reference base, compute differences like 28 and 24, and apply carries to obtain the product.
Learn to divide using the Nikhilam Sutra from the Vedic maths masterclass, exploring base concepts, deviation, and addition–multiplication steps to compute quotient and remainder.
Learn fast two-digit multiplication and square calculations using vertical and crosswise steps, carry handling, and a binomial approach to (a+b)^2.
Master the art of squaring any two-digit number using a step-by-step method that employs doubling and carries, with examples and practice questions.
Learn the four-digit multiplication method from vedic maths, using unit and tens, cross-pairings, and vertical steps to perform accurate products with carries.
Explore Sutra 4 in the Vedic maths masterclass and learn division, linking it to multiplication and subtraction.
Explore Sutra 4 for dividing two numbers when the base is ten, applying the base complement method and single-digit partition to produce step-by-step results.
In this lecture, you learn an important rule of Vedic Algebra: If the Common Factor in an Equation is the Same, then the Value of Common Factor is Zero.
This video shows an important application of Sutra 5 that 'If Numerators are same, the sum of denominators is zero.'
Apply the sum of numerators and sum of denominators zero trick and cross multiplication for quick fraction solving, as shown by an example yielding x = -2/3.
If the Difference between Numerators and Denominators on Both sides are the same, then Both Differences are zero.
Applies sutras 6 and 7 to solve two linear equations by interchanging coefficients, adding and subtracting to find the point of intersection and its coordinates.
Do you want to improve the speed of your maths and numerical calculation? Do you want to learn Speed Maths and Become a Human Calculator? Do you want to learn Mental Math tricks and techniques to ace the numerical aptitude question in competitive examinations like Olympiad, CAT, MAT, GMAT, SAT, MBA, Civil Services Exam (CSAT), IIT-JEE, etc.?
Welcome to the Biggest and the Most Comprehensive Course on Vedic Mathematics on Internet!
This course will help you do complex numeric calculations with a finger click! Welcome to complete the Vedic Mathematics course. It is the Only Course on the internet that covers ALL the 16 Sutras and Sub-Sutras of Vedic Mathematics with over 22 hours of Video Content! This is a Complete High Speed Vedic Math Course!
Unique Features of This Course:
It is the only course on the Internet covering ALL 16 Vedic Mathematics Sutras and 13 Sub-Sutras
It is the Biggest Course on the Internet with Over 22 Hours of Video content covering all aspects of Vedic Mathematics
It is the only course on Vedic Mathematics with Research Orientation that offers details of scholarly Research done by Indian and Western Scholars
It is the only course where videos have been created using scientific principles of teaching-learning and Bloom's Taxonomy
What is Vedic Mathematics?
Vedic Mathematics refers to a set of speed maths techniques often attributed to ancient Vedic text of India, especially Atharvaveda written around 3500 years ago in Ancient India. India has produced many noteworthy scholars and geniuses in mathematics, the most noteworthy among them being Srinivasa Ramanujan. Ramanujan became famous for doing large mathematical calculations in a snap or inventing mathematical formulas without any derivation. Many scholars are still deciphering his formulas to date.
Truly, practical mathematics in everyday life does not demand a derivation or outlining all the steps of calculation. Kids often lose interest in Mathematics because the regular approach to mathematics is mundane as it involves going through long steps to get the result of a multiplication or division. In many competitive examinations, time is extremely important and Vedic Math can do calculations faster than a calculator.
What you can do with Vedic Maths?
Using Vedic Maths, you can:
Develop your numerical skills,
Train your mind for speed calculation,
Solve algebraic equations in a snap,
Develop the interest of kids in maths and science
Become and mathematics wizard
Ace numerical and reasoning sections of competitive exams
Become a better data scientist and researcher
(or simply) Impress someone with your maths skills.
We have built the Vedic Mathematics Masterclass to help you learn Vedic Mathematics from Scratch to Advanced Level. The course offers a flow of Vedic Maths principles beginning with its first Sutra ('Rules') and takes your maths skills to an advanced level with numerous examples and exercises. Comprehensive coverage offered in this course would be of immense value for you in going through the length and breadth of this golden ancient heritage of India.
Sign Up to Master This Treasure of Knowledge and Become a Mathematics Genius!