
Learn how to become a Vedic maths teacher with zero investment, start online classes, and explore earning potential as a basic maths trainer.
Learn six practical tips to conduct engaging Vedic maths demonstrations using multiple representations. Deliver a focused 40–50 minute session with clear outcomes and post-class tasks.
Become a vedic maths teacher from beginner to advanced with online and offline programs, including teacher training, public speaking, and online video courses.
Explore the universal framework of Vedic maths, and introduce the 16 sutras and 13 sub-sutras to simplify multiplication, addition, and other calculations with fast, mental techniques.
Learn the id method, an increase-decrease technique for quick addition by rounding to the nearest easy numbers and adjusting with plus or minus to compute in seconds.
Explore the Neelam navatah charamam dastaha subtraction trick, a universal method for subtracting numbers by using the last digit from ten and the remaining digits from nine, with practical examples.
Learn a vedic maths table technique to memorize the 12–19 multiplication tables without pen and paper, boosting speed and accuracy in mental calculations.
Explore an amazing nine-based multiplication trick from Vedic maths, using a zero extension and subtraction to obtain the product, with step-by-step two-to-four-digit examples.
Learn a simple three-step trick to multiply by 11 using copying the unit, adding adjacent digits, and carrying to reveal the product, with multiple examples.
Learn the division trick for dividing by five by doubling the dividend and dividing by ten. Use examples like 15 ÷ 5 and 26 ÷ 5 to apply this technique.
This lecture demonstrates division trick 2 from vedic maths: multiply by two to simplify division, shift decimals appropriately, and verify results across examples like 12.5, 12.4, and 24.04.
Learn the division trick for 50 by doubling the dividend and then dividing by 100. Apply the method to multi-digit numbers with clear step-by-step examples.
Master a Vedic maths division trick: multiply the dividend by four, then divide by a thousand, turning division into reciprocal multiplication. Apply to numbers like 1000 by 250.
Master a quick division trick from Vedic Maths: divide any number by 125 by multiplying by eight and then dividing by 1000, enabling fast results in five seconds.
Master the butterfly method in vedic maths to add fractions with cross multiplication, step-by-step instructions, and practical examples, including simplifying results and potential cancellations.
Master the Vedic 'star' place-value method to add any number of terms by separating ones, tens, hundreds, and carrying forward as needed.
Find complementary numbers by subtracting from the nearest ten, hundred, or thousand, so pairs sum to 10, 100, or 1000; examples: 7 and 3, 42 and 58, 548 and 452.
Learn the dot method for subtraction using complement numbers to handle any digit length. Apply digit-by-digit comparison, place a dot, and borrow to solve 2-, 3-, and 4-digit problems.
Learn a unique two-step multiplication trick: take the last two digits, then add the remaining digits to the given number to quickly get the product.
master the below-base method for multiplying numbers near a base, using two-part splits, base subtraction, and dual subtraction checks across bases like 10, 100, and 1,000.
learn the abm multiplication trick using the base method, nearest base checks, and diagonal crosswise steps to multiply numbers like 11×12.
Master the a/b multiplication trick in vedic maths by multiplying above and below base numbers, handling excess, signs, and diagonal steps across base ten, hundred, and thousand.
Learn a fast division trick for dividing numbers by 125 by multiplying the dividend by eight and dividing the result by a thousand.
Explore vilikanam, a splitting method for addition that breaks numbers into convenient parts (for example 25+59) and adds pieces to simplify multi-digit sums. Demonstrates with two-digit and multi-part numbers.
Learn the subtraction grand master level technique of treating subtraction as addition by rounding to the nearest higher value, adjusting with deviation, and applying three steps across multi-digit examples.
Master the grand master level-1 multiplication trick for two-digit numbers with equal tens digits and unit digits summing to ten; multiply unit digits, then tens by its successor.
Learn a vedic maths two-digit multiplication trick for numbers with equal units and tens summing to ten. Apply three steps: unit digits, tens digits, then combine.
Learn the dumbbell method, a vertical crosswise two-digit multiplication technique in vedic mathematics, using three-part division, crosswise and unit-digit steps, with clear step-by-step examples.
Learn a five-part Vedic math pattern for three-digit multiplication, using crosswise products and carry-forward across units, tens, and hundreds with worked examples.
Master a four-part pattern to multiply a three-digit number by a two-digit number, using unit, crosswise, and hundred-ten steps, with examples like 159 × 217.
Master four-digit by four-digit multiplication using a criss-cross pattern. Learn the seven-part breakdown that aligns thousands, hundreds, tens, and ones, with examples like 1521 × 1347 and 2135 × 4397.
Learn a five-step trick to multiply a four-digit number by a two-digit number, using unit multiplication, vertical cross-section, and carry patterns, with examples 4521 × 23 and 7135 × 249.
Learn hack one of the nine sequence multiplication tricks in vedic maths, using subtract one and all-from-nine complements to multiply equal-digit numbers quickly.
Master a vedic maths trick to multiply any number by a sequence of nine using digit alignment, left padding zeros, and nine's complement via Nikola notation, with step-by-step examples.
Apply the nine sequence multiplication hack by dividing number from the right into two parts, subtracting the successor of the second part, computing the first part's complement, and merging results.
Learn a basic vedic maths square trick for numbers ending in five. Use 5×5=25 and multiply the preceding digit by its successor to complete the square.
Learn the square trick for numbers 11 to 19, using a simple two-step method that combines unit-digit multiplication with adding the top numbers and carrying to reveal squares quickly.
Learn the Nicola base method to square two-digit numbers using base ten, by finding the difference from the base, adding or subtracting, and squaring the difference to obtain the result.
Learn the basic square trick of Vedic Maths using base 20 and base 10, with examples like 19, 18, 29, 31, and 91.
Learn a three-part square trick for two-digit numbers ending with 1, demonstrated with 11, 21, and 31, using unit, tens, and cross terms to square without multiplication.
Learn the universal unique square method in vedic math to square any number. Do it without a calculator using the nearest easy number and the difference.
Learn a fast, digit-by-digit square root method inspired by Shakuntala Devi, dividing numbers into two parts from the right, estimating digits, and iterating to obtain roots in seconds.
Discover the least common multiple, defined as the least natural number divisible by each given number, and explore common multiples with examples.
Apply the amp technique to find the least common multiple by comparing the largest number with others; for example, 6 and 12 yield 12, and 9, 18, 36 yield 36.
Master the lcm technique for coprime numbers by multiplying primes, illustrated with 11 and 13, and extend to three prime factors to find the least common multiple.
Learn the miscellaneous method for lcm, using numbers, factor checks, and multiplication to find examples like 21 and 2 (42), 7, 14, 13 (182), and 8, 12, 16, 4 (48).
Master the lcm of fractions with a shortcut that uses numerators and denominators, illustrated through examples like 2/3, 8/9, 16/8, and 10/27.
Discover the classic 1089 trick, a fun game. Choose a 3-digit number (excluding 101 and 110), arrange digits in descending and ascending order, subtract, reverse, and add to get 1089.
Master the concept of highest common factor with a combo trick, using the difference method and prime-factorization to quickly find the gcd of two-digit, three-digit, or four-digit numbers.
Learn an amazing h.c.f. trick to simplify fractions by using the least difference of numerators and the lcm of denominators, with worked examples and practical steps.
Answering day-one doubts about becoming a vedic maths teacher, this course explains why vedic maths uses shortcut techniques and how to teach basic maths with video access and certification.
Answer common questions about becoming a full-fledged Vedic math teacher, highlighting shortcut techniques, course guidance, assignments, and certification opportunities with Brain Bushranger.
Discover a day-by-day vedic maths teaching plan with demo techniques, a seven-day curriculum, and clear assignment and doubt-clearing processes to help you become an effective vedic maths teacher.
Explore how to apply all 13 sutras of vedic maths to solving problems involving increasing and decreasing numbers, with practical addition methods useful for DSP, APC, and government exams.
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Course name: BECOME A VEDIC MATHS TEACHER Duration: 6 months Mode of classes: Online through Pre-recorded videos
After completion of the course successfully Based on Exam grade Mode of examination:
Online Levels: 4 levels
Basic Level
Master Level
Grand Master Level
Advance Level
Who can enroll:
Anyone who loves teaching children can do this course
Educated House Wives those who are willing for doing some work from home.
Tutors can add this subject to teach students as this is very much in demand.
Teachers: They can learn it easily and open their own training center
They can join as a VEDIC MATHS TEACHER in any other institutes or Schools A part-time Freelancer:
A teacher can start their online or offline teaching classes without setting up any institute.
Note: You need not be an expert in Mathematics. With us, anyone can learn Vedic Maths easily and effortlessly. What you will learn: All Vedic Maths Techniques for 6 months You can watch the videos at your own pace and at any time How to teach students effectively
What is Vedic maths
Vedic Mathematics is an assortment of Techniques/Sutras to tackle numerical mathematics in a simple and quick way. It comprises 16 Sutras (Formulae) and 13 sub-sutras (Sub Formulae) which can be utilized for issues associated with numbers, algebra, geometry, calculation, conics
Vedic Maths is a collection of techniques/sutras to solve mathematical problem sets in a fast and easy way. These tricks introduce wonderful applications of Arithmetical computation, theory of numbers, mathematical and algebraic operations, higher-level mathematics, calculus, coordinate geometry, etc.
The 16 Sutras of Vedic Maths
Ekadhikina Purvena
(Corollary: Anurupyena)
Meaning: By one more than the previous one
Nikhilam Navatashcaramam Dashatah
(Corollary: Sisyate Sesasamjnah)
Meaning: All from 9 and the last from 10
Urdhva-Tiryagbyham
(Corollary: Adyamadyenantyamantyena)
Meaning: Vertically and crosswise
Paraavartya Yojayet
(Corollary: Kevalaih Saptakam Gunyat)
Meaning: Transpose and adjust
Shunyam Saamyasamuccaye
(Corollary: Vestanam)
Meaning: When the sum is the same that sum is zero
(Anurupye) Shunyamanyat
(Corollary: Yavadunam Tavadunam)
Meaning: If one is in ratio, the other is zero
Sankalana-vyavakalanabhyam
(Corollary: Yavadunam Tavadunikritya Varga Yojayet)
Meaning: By addition and by subtraction
Puranapuranabyham
(Corollary: Antyayordashake'pi)
Meaning: By the completion or non-completion
Chalana-Kalanabyham
(Corollary: Antyayoreva)
Meaning: Differences and Similarities
Yaavadunam
(Corollary: Samuccayagunitah)
Meaning: Whatever the extent of its deficiency
Vyashtisamanstih
(Corollary: Lopanasthapanabhyam)
Meaning: Part and Whole
Shesanyankena Charamena
(Corollary: Vilokanam)
Meaning: The remainders by the last digit
Sopaantyadvayamantyam
(Corollary: Gunitasamuccayah Samuccayagunitah)
Meaning: The ultimate and twice the penultimate
Ekanyunena Purvena
(Corollary: Dhvajanka)
Meaning: By one less than the previous one
Gunitasamuchyah
(Corollary: Dwandwa Yoga)
Meaning: The product of the sum is equal to the sum of the product
Gunakasamuchyah
(Corollary: Adyam Antyam Madhyam)
Meaning: The factors of the sum are equal to the sum of the factors
What are the benefits of Vedic Maths?
These are the benefits of Vedic Maths:
It helps a person to solve mathematical problems many times faster
It helps in making intelligent decisions about both simple and complex problems
It reduces the burden of memorizing difficult concepts
It increases the concentration of a child and his determination to learn and develop his/her skills
It helps in reducing silly mistakes which are often created by kids
Is something missing in the course?
If you find I haven't covered a topic that you need at this level, let me know on the discussion board and I'll be happy to add it in
**BONUS**
I've provided worksheets (with answers) at the end of every chapter to test your knowledge from the lectures.
Disclaimer
I can guarantee that you'll be miles ahead of the competition if you take this course seriously and the best part about knowing it all is - you can teach others as well.
I'm good with messages and emails so if you have questions, make sure to get in touch with me. And furthermore,
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