LEVEL 3 -VMAT GENIUS MATH (AGE 9 - 16)
About This Course
Award-Winning Maths Learning Programme for Ages 9–16
Faster Thinking. Greater Accuracy. A Genuine Love for Maths
V‑MAT Genius Math is an engaging, game-based learning programme created for today’s children. Its objective is to build a strong mathematical foundation while developing speed, accuracy, confidence and a lasting love for maths.
_WHY CHILDREN LOVE VMAT_
No boring worksheets.
No long, passive lectures
Highly interactive, game-based learning
Children actively think, respond and solve
Exciting strategies that make difficult calculations feel easy
Regular practice without the pressure of traditional homework
LEARNING THAT LASTS
The programme combines the principles of brain plasticity with V‑MAT’s unique 3R Method—Reinforce, Revise and Retain**. Children revisit concepts through engaging activities and games, helping them understand deeply, remember longer and apply their learning confidently.
Learn multiplication tables from 11 to 20 in under five minutes
Discover a powerful method for learning tables from 11 to 100 in under ten minutes
Learn to square numbers from 1 to 100 in just a few sessions
Perform two-digit by two-digit multiplication mentally
Master different strategies for addition and subtraction
Add long numbers with greater speed and accuracy
Solve large and complicated calculations mentally
Improve concentration, memory, mental agility and problem-solving skills
Develop confidence and begin to genuinely enjoy practising maths
From “Maths Is Difficult” to “Maths Is Amazing!
V‑MAT Genius Math transforms practice into an exciting learning experience. As children discover how quickly and confidently they can solve problems, fear disappears, confidence grows—and maths becomes something they truly enjoy.
Let your child experience maths in a completely new way.
What You'll Learn
- Master mental calculation techniques
- Improve speed & accuracy
- Build strong math foundation
- Boost confidence in exams
- Learn 3R Method (Revise, Retain, Reinforce)
- Full access for 6 months or 1 year from enrollment
Course Curriculum
Module 1
1.0. Genius Math In a Nutshell Free Preview
What Genius Math is, how the lessons work and what you will be able to do by the end. A short, friendly start to the course.
1.1. Ten multiplication Tables under a minute Free Preview
Learn the ten times tables in one minute with the V-MAT way of seeing numbers. No chanting, no memorising — just a pattern you will never forget.
1.2. The river of champions! Free Preview
Race down the River of Champions by answering tables questions. Every quick, correct answer powers your boat towards the finish flag.
1.3. The magic of combining !
The magic of combining: fuse two numbers into one in a single step. The small skill that unlocks bigger multiplication and quick mental maths.
1.4. Number glue Factory
Glue numbers together in the Number Glue Factory. Combine fast and keep the conveyor belt running to win.
1.5.Times tables 11 through 20 under 5 minute
Times tables from 11 to 20 in five minutes, using combining. Say the answer before you have finished reading the question.
1.6. Vmat Cup Sprint
Stack the cups in the Multiply Cup Sprint by answering tables 11 to 20. Fast answers, high stacks, the trophy at the end.
1.7. Times table 11 to 100 under 10 minutes
Times tables from 11 all the way to 100 — in ten minutes. The same pattern, stretched as far as you like.
1.8.V-MAT T20 Math World Cup
Bat for your country in the V-MAT T20 Math World Cup. Every correct answer is a run; a fast one is a six.
Module 2 - Fun with Ones
The Middle Seat
Learn to multiply any two-digit number by eleven in your head. Push the two digits apart, add them, and let the total sit down in the middle seat. When the seat is too small, the extra ten climbs onto the front digit. Practise with Vimo, then answer the volunteers in a spotlight show with no clock.
Musical Math Championship — Two Digits Times Eleven
Race for a chair by multiplying two-digit numbers by eleven in your head. Push the digits apart, add them and seat the total in the middle; when it is too big, the extra ten climbs onto the front digit. The questions grow harder round by round, all the way to the golden chair.
Long Numbers
Take the middle-seat idea to long numbers and multiply them by eleven without writing any working. Starting from the right, add each digit to its neighbour as you slide along, carrying whenever a total is too big for one place. Vimo looks after you while Mr. Saji steps out, and a calm balloon game with no clock rounds it off.
Mart — Long Numbers Times Eleven
Every price tag in Mathu Uncle's shop is a long number times eleven. Start at the right, add each digit to its neighbour and carry when a total is too big for one place. Type the answer to fill your basket, with plenty of time for every tag.
The Fibonacci Magic
Learn a real piece of maths magic to perform for family and friends. Start a chain with any two small numbers, keep adding the last two, and find the total of the whole chain by looking at just one number in it. Mr. Saji shows why it always works, then you build your own chain and play a gentle butterfly game with no clock.
Both Ending in One
Multiply two numbers that both end in one in three quick moves: multiply the tens digits, add them, and finish with a one. You will see that the middle-seat method was this same rule all along, and a short piece of algebra shows why it works. Then open a row of safes, one correct digit at a time, with no clock.
Balloon Stomp — Both Ending in One
Stomp the balloons in the arena by multiplying two numbers that both end in one. Multiply the fronts, add the fronts, and the last digit is always one. Longer numbers give you more seconds — two for every digit.
The Staircase
Discover the beautiful staircase pattern that appears when numbers made only of ones are multiplied by themselves. You will see why the digits climb up and come back down, and exactly where the pattern breaks. The module ends in the Game Zone, where you drag each answer onto the question it belongs to.
Module 3 - Mental Addition
Combining in Addition
Learn to add the V-MAT way: fuse the units first, then build the answer. Mr. Saji Raghav shows each step, and you try it yourself in the Lab. Short, friendly rounds help the method feel natural. Soon adding in your head feels quick and calm.
Two Digits Add One Digit
Add a single digit to a two-digit number in one smooth step. Vimo and Mr. Saji Raghav show how the tricks you already know do all the work. You practise with friendly questions and watch your progress grow. A gentle step towards adding any numbers in your head.
Flag Rush — Combining in Addition
Race round the track and plant your flag by adding a single digit to a two-digit number. Fuse the units, build the answer — the faster you add, the faster you run. Beat the rival runners to the golden ring.
Two Digits Plus Two Digits
Tens with tens, units with units, then combine. This lesson shows a clear, reliable way to add two two-digit numbers in your head. You watch the method, try it step by step, and practise until it flows. A great way to build speed with confidence.
Cycle Rush — Two Digits Plus Two Digits
Pedal into the lane with the right total of two two-digit numbers. Tens with tens, units with units, then combine. Fast answers give you a turbo boost to the finish.
The Mind Reader
A maths magic trick that lets you name the number a friend secretly chooses. You will need some pieces of paper and a pencil. Mr. Saji Raghav shows how the secret really works using addition, so you understand it as well as perform it. Then amaze your family with it.
Chain Addition
Add a whole row of numbers quickly by hunting for tens. Count the tens, add what is left, and the answer appears without counting one by one. You practise with longer and longer chains and watch your speed improve. A powerful skill for long sums.
The Tick Method
Keep one small digit in your head and make a tick for every ten. This simple method helps you add long lists of numbers accurately. Mr. Saji Raghav guides you step by step, then you try it yourself. Calm, tidy and surprisingly fast.
Stack and Combine
Stack the numbers into a tens column and a units column, then combine. This clear method makes adding several numbers at once feel organised and easy. You see each step on screen and practise until it becomes natural. Good for accuracy as well as speed.
Castells Human Tower — Stack and Combine
Build a Catalan human tower, tier by tier, by adding three or four two-digit numbers. Tens column, units column, then combine. A steady, correct answer keeps the tower standing.
Module 4 - Subtraction
Subtraction from Base Numbers
Subtract from numbers like a hundred or a thousand in one clean line: all from nine, the last from ten. Mr. Saji Raghav shows the rule and why it works. You practise until the answers appear almost at once. No borrowing and no crossing out.
The V-MAT ATM Machine — Subtraction from Base Numbers
Withdraw cash from the V-MAT ATM by subtracting from 100, 1000, 10000 and 100000 in your head. All from nine, the last from ten — type the answer before the thief reaches your money. Missed questions come back later, so you can win them next time.
Subtraction from the Sub-Bases
Take the base method further and subtract from numbers like two hundred or five thousand. Mr. Saji Raghav shows how one small adjustment makes the same rule work. You try each step yourself, then practise at your own speed. Quick, tidy subtraction in your head.
The V-MAT ATM Machine — Subtraction from the Sub-Bases
Back at the V-MAT ATM, now with sub-bases such as 300 − 64 and 1200 − 375. Save it, subtract it, add it back — then type the answer before the thief strikes. Missed questions come back so you can bank them later.
The Many Roads
Everybody subtracts, but nobody does it quite the same way. This lesson shows several clever routes to the same answer, so you can choose the one that suits each question. You compare the roads and practise choosing well. A great way to become flexible with numbers.
Kite Battle — The Many Roads
Cut the kite that carries the right answer to two- and three-digit subtractions. Choose your road — drop it, round it or count up — and slice before the kites fly away. Beat Pintu in the boss battles for extra glory.
The Road That Never Ends
Subtract from left to right, looking ahead, without ever borrowing. Mr. Saji Raghav shows how a quick look at the next digit keeps every step simple. You practise with longer and longer numbers. Soon big subtractions feel smooth and calm.
Horse Racing Championship — The Road That Never Ends
Ride to the finish line by answering four-digit subtractions, left to right. Every quick, correct answer gives your horse a burst of speed. Try the Module 4 Review race to mix in everything you have learnt so far.
Module 5 - Multiplication
The Zero in the Middle
Multiply by working on the front and the back, and give each answer its own seat. Mr. Saji Raghav shows the pattern step by step. You try it yourself and see how quickly the answer appears. The first step towards multiplying two-digit numbers in your head.
Combining Three Numbers
Each part of the answer gets its own seat, and any extra ten climbs on to the next one. This lesson shows how to combine three parts into the final answer. You practise until combining feels natural. An important step for fast multiplication.
One Below the Other
Write the numbers one below the other, add each column, then combine, with no carrying. This clear layout makes longer calculations neat and easy to check. Mr. Saji Raghav guides you through every step. Accuracy and speed together.
The Middle Wakes Up
Now the middle of the answer comes to life: work through every digit from left to right, then combine. Mr. Saji Raghav shows how all the parts fit together. You practise step by step until it flows. Multiplying two-digit numbers in your head becomes possible.
Math Mosaic — The Middle Wakes Up
Complete a beautiful picture mosaic by multiplying a three-digit number by a single digit. Every right answer drops a tile into place.
Rope Runner Championship — The Middle Wakes Up
Cross the river by multiplying any three-digit number by one digit. Every digit, left to right, then combine the answers. The quickest minds overtake the world's best.
Teens Times Teens
Multiply two numbers between ten and twenty in your head: add, multiply, combine. Mr. Saji Raghav shows why the method works, one step at a time. You practise in the Lab and earn coins as you improve. Soon these questions take only a few seconds.
Mega Marble World — Teens Times Teens
Build a giant marble run and keep the marbles rolling by multiplying teen numbers like 12 × 15 and 16 × 18. Add, multiply, combine. Only teen questions — nothing else.
Module 6 - Base Multiplication
What Is a Base
What a base number is, what above the base and below the base mean, how far a number stands from its base, and what a sub-base is — the eye the whole of base multiplication is built on.
Tug of War — What Is a Base
Pull your team to victory in the Legends Arena. Multiply by 10, 100 or 1000 and find how far a number sits from its base — each quick answer is a mighty heave on the rope.
Above the Base
Multiplying two numbers that both stand above the same base — the cross-add, the product of the differences, and one seat in the box for every zero in the base. Works above 100, 1000, 10000 and beyond.
Kiiking — Above the Base
Swing higher and higher until you loop right over the top. Multiply numbers just above a base: cross-add, multiply the differences, fill the seats. Right answers keep the swing climbing.
Below the Base
Multiplying two numbers that both stand below 100 — cross over and take away, multiply the two differences, and put a zero in front when the box is not full.
Math Coaster — Below the Base
Ride the Base 100 Mountain coaster. Multiply numbers just below 100: cross over, multiply the differences, mind the zero. Pick the right track to stay on the rails.
Below a Thousand
Multiplying two numbers that both stand below 1000 — the same cross and the same multiply as below 100, with one more seat in the box because the base has one more zero.
Math Coaster — Below a Thousand
Rocket along the Base 1000 Sky Track. Multiply numbers just below 1000 — three zeros, three seats. Pick the right track to stay on the rails.
Any Base At All
Below ten thousand, and then any base at all — one seat in the box for every zero in the base, proved by working below a base the child has never been shown.
Underwater Hockey — Any Base At All
Dive in and score in underwater hockey. Multiply near any base — 100, 1000 or 10000: count the zeros, fill that many seats. Fast answers win the puck.
About the Instructor
System Admin
InstructorExperienced instructor dedicated to making Vedic Mathematics accessible and enjoyable for all students through the innovative 3R Method.