What your Kid will learn in this Workshop?

In this Vedic Maths workshop, your kid will learn:

  • Easy Tricks to solve:
    • Addition
    • Subtraction
    • Multiplication
    • Division
  • Calculate Squares in Seconds
  • Fast & Accurate Calculations of:
    • Square root
    • Cube
    • Cube Root
    • HCF and LCM
    • Algebra

Why Vedic Maths is Great for your Kid?

This is why the Vedic Maths course is superb for your Kid:

90% Increase in the way calculation is done like Addition, Subtraction, Division, Multiplication

100% Accuracy with Time

150% Speed Increase

Maths will be 80% Easier

100% Result Oriented

Memory Enhancement

Stress Free way to learn Maths

And lots of other countless benefits…

Vedic Maths Session Plan

Day 1: Introduction To Vedic Maths
Day 2: Introduction to 2*2
Day 3: Introduction to 3*3 and Digital Sum
Day 4: Base Multiplication 10
Day 5: Base Multiplication 20 and 30
Day 6: Revision
Day 7: Base Multiplication 40 and 50
Day 8: Base Multiplication 100, 200


Day 1: Introduction to 4*4, 4*3
Day 2: Revision and 5*5
Day 3: Maths Tricks ( Mul by 2/3/4/5)
Day 4: One Less Than the Previous (99)
Day 5: One Less Than the Previous (199)
Day 6: Revision
Day 7: Square 80 to 120
Day 8: Square 30 to 70


Day 1: Cube 4 Types
Day 2: Revision Cube 4 Types
Day 3: Cube Root
Day 4: Square Root and Revision
Day 5: Introduction to Division
Day 6: Division by Nikhilam ( 8,9)
Day 7: Division by Nikhilam ( 99,98)
Day 8: Revision


Day 1: Multiplication by (101,104,201,301)
Day 2: Multiplication by (11,12,13,21,31)
Day 3: Fast Addition ( 10 Digit and 20 Digit)
Day 4: Introduction To Percentage
Day 5: Percentage Tricks
Day 6: Divisibility Test (1 to 16)
Day 7: Revision
Day 8: Calendar


Day 1: Introduction To Duplex Method
Day 2: Square Through Duplex 2 Digit and 3 Digit
Day 3: Square Through Duplex 4 Digit and 5 Digit
Day 4: Introduction To fraction 1/5, 1/10, 1/50
Day 5: Addition Of Fractions
Day 6: Subtraction Of Fractions
Day 7: Revision Of Fraction
Day 8: Linear Equation ( 4 Types)


The 16 Sutras of Vedic Math

(Corollary: Anurupyena)

Meaning: By one more than the previous one

Ekadhikena Purvena (One More than the Previous) is a sutra useful in finding squares of numbers (like 25×25, 95×95, 105×105, 992×992, etc) and special divisions like 1 divided by 19, 29, 39, …. 199, etc. just in one step.

(Corollary: Sisyate Sesasamjnah)

Meaning: All from 9 and the last from 10

The method is used while multiplication through Base Multiplication.

(Corollary: Adyamadyenantyamantyena)

Meaning: Vertically and crosswise

It is the general formula applicable to all cases of multiplication and also in the division of a large number by another.

Cross Multiplication of Numbers for 3,4,5 Digits.

(Corollary: Kevalaih Saptakam Gunyat)

Meaning: Transpose and adjust

Paravartya in solving simple equations: Recall that ‘paravartya yojayet’ means ‘transpose and apply’

This method is used while dividing numbers in Vedic Maths.

(Corollary: Vestanam)

Meaning: When the sum is the same that sum is zero

Shunyam shutra explains various methods for getting our answer for the value of “x” in a linear equation.

Solving Linear Equations through Vedic Maths.

(Corollary: Yavadunam Tavadunam)

Meaning: If one is in ratio, the other is zero

The Sutra Anurupye Sunyamanyat says : ‘If one is in ratio, the other one is zero’. We use this Sutra in solving a special type of simultaneous simple equations.

“Example 1: 3x + 7y = 2 4x + 21y = 6

Observe that the y-coefficients are in the ratio 7 : 21 i.e., 1 : 3, which is same as the ratio of independent terms i.e., 2 : 6 i.e., 1 : 3.
Hence the other variable x = 0 and 7y = 2 or 21y = 6 gives y = 2 / 7.”

(Corollary: Yavadunam Tavadunikritya Varga Yojayet)

Meaning: By addition and by subtraction

This Sutra means ‘by addition and by subtraction’. It can be applied in solving a special type of simultaneous equations where the x – coefficients and the y – coefficients are found interchanged.

i.e., ( 45x – 23y ) + ( 23x – 45y ) = 113 + 91 i.e., 68x – 68y = 204 x – y = 3 subtract one from other, i.e., ( 45x – 23y ) – ( 23x – 45y ) = 113 – 91 i.e., 22x + 22y = 22 x + y = 1 and repeat the same sutra, we get x = 2 and y = – 1 Very simple addition and subtraction are enough, however big the coefficients may be.

(Corollary: Antyayordashake’pi)

Meaning: By the completion or non-completion

The Sūtra: pūraṇāpūraṇābhyāṃ (By completion, or non-completion) is a technique used to factorize and solve quadratic, cubic and bi-quadratic equations.

(Corollary: Antyayoreva)

Meaning: Differences and Similarities

(Corollary: Vilokanam)

Meaning:The remainders by the last digit

(Corollary: Lopanasthapanabhyam)

Meaning: Part and Whole

(Corollary: Vilokanam)

Meaning: The remainders by the last digit

(Corollary: Gunitasamuccayah Samuccayagunitah)

Meaning: The ultimate and twice the penultimate

(Corollary: Dhvajanka)

Meaning: By one less than the previous one

The Sutra Ekanyunena Purvena comes as a sub-Sutra to Nikhilam which gives the meaning ‘One less than the previous’ or ‘One less than the one before’. … This Ekanyuna Sutra can be utilized for the purpose of postulating mental one-line answers to the question.

12*99= 1188

(Corollary: Dwandwa Yoga)

Meaning: The product of the sum is equal to the sum of the product

“It means the product of the sum of the coefficients in the factors is equal to the sum of the coefficients in the product”

(Corollary: Adyam Antyam Madhyam)

Meaning: The factors of the sum is equal to the sum of the factors



Foundation : £270
Beginner : £249
Intermediate : £649
Advanced : £1049


Foundation : $350
Beginner : $270
Intermediate : $756
Advanced : $1260

Meet your Instructor

Shamik Chakraborty

Academic Head and Chief Advisor, With 15 Years of Experience with Companies like HCL/NIIT. Core Implementation and Project Implementation into Skill Development Projects across India and a Vedic Maths Trainer by Heart.

Shamik Chakraborty has trained thousands of students over the last 4 years. He has taught students in Japan, Australia, New Zealand, Bahrain, Dubai, UK.

How it works

You enroll in Vedic Maths by paying the respective fees.
Then we will contact you within 24 hours to set you up for your Online Class.