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Vedic math ADVANCE program

Vedic Math part-1 • Introduction of vedic math course and how it works through our online vedic math’s training classes. • Addition of single double triple and multi-digit numbers with the help of Ekadhik number, Ekadhiken poorven, complementary. • Subtraction of double triple and multi-digit numbers with the help of Ekanun and Ekanunen poorven. • Methods to get the tables of numbers up-to hundred. • Interesting tricks for some special cases of multiplication. • Total 22 tricks through our online Vedic math’s classes with their additional cases. • Total 34 video classes and 90 online Vedic math’s work sheets for practice. • Examination sheet after the completion of part one. Vedic Math part-2 • Advanced tricks of multiplication for the general base (multi-digit number multiplication). • Specific cases (multiplication with sub base 20-90,sub base 200-900) • Multiplication with 11, 111, 1111, 12, 13, 14, 15, 16,19. 9 25 and 50. • 2 digit multiplication with 2 digit where unit digit is 1 and 2digit is multiplication with 2 digits where unit digit is 9. • Rules of divisibility of the numbers(2,3,4,5,6,7,8,9). Divisibility test by the numbers having unit digit as1, 3, 7, 9) • Square value of two digit number. • General case of division (division of multi-digit number by 2 digit numbers) • Specific cases of division (division of any number by 5, 25,50,9,99 and 999) • Total 33 video of Vedic math’s classes and 90 online vedic math’s work sheets. Vedic Math part-3 • Advanced tricks of Vedic Mathematics. • General and specific cases of extracting the square value of any number( square value of 3 digit numbers with method-1) • Square value 10-100 base numbers, 1000 base numbers. • Square value 20-80 sub base numbers 200-800 sub base numbers and 2000-8000 sub base number with the help of Nikhilam method). • Shortcut methods for extracting the L.C.M and H.C.F of the multi digit numbers. • Method of to extract the cube value of the numbers having sub base 20-80, 10-100, 200-800 with Nikhilam method. • Another method to find out the cube value of 2 digit number • Rules to find perfect cube number. Vedic Math part-4 • For practice we have provided you sufficient number of worksheet. But still, if you are looking for more practice material for revision descriptions of these practice material for revision, you can always purchase a Vedic math’s student kit from us. Following are the respective descriptions of these practice material.




DETAILED TOPIC OF VEDIC MATH

Introduction to Vedic Maths

  1. History of Vedic Maths
  2. About the Father of Vedic Maths
  3. Features of Vedic Maths

Vedic Maths Formulae

  1. Vedic Maths – 16 sutras
  2. Vedic Maths – 13 sub-sutras

High Speed Addition

  1. Addition without carrying – 2x2, 2x3,2x4……2x10 (rows/columns)
  2. Addition using dot method - 2x2, 3x3, 4x4……..10x10 (rows/columns)
  3. Addition using dot method – random digits

Super Fast Subtraction

  1. Subtraction using All from 9 last from 10 (Nikhilam Navatascaram Dashtah)
  2. Subtraction using appropriate base
    1. Digit number (base 10)
    2. Digit numbers (base 100)
    3. Digit numbers (base 1000)
    4. Digit numbers (base 10000)
    5. Digit numbers (base 100000)
    6. Digit numbers (base 1000000)
    7. Digit numbers (base 10000000)

Genius Mental Multiplication Techniques by BASE method

  1. Multiplying any two number between 11-20 by BASE +10 method
  2. Multiplying any two numbers between 80-100 by BASE -100 method
  3. Multiplying any two numbers between 101-120 by BASE +100 method
  4. Multiplying any two numbers between 980-1000 by BASE -1000 method
  5. Multiplying any two numbers between 1001-1020 by BASE +1000 method
  6. Multiplying any two numbers between 9980-10000 by BASE -10000 method
  7. Multiplying any two numbers between 10001-10020 by BASE +10000 method
  8. Multiplying any two numbers between 99980-100000 by BASE -100000 method
  9. Multiplying any two numbers between 100001-100020 by BASE +100000 method
  10. Multiplying any two numbers between 999980-1000000 by BASE -1000000 method
  11. Multiplying any two numbers between 1000001-1000020 by BASE +1000000 method
  12. Multiplying any two numbers between 9999980-10000000 by BASE -10000000 method
  13. Multiplying any two numbers between 10000001-10000020 by BASE +10000000 method
  14. Multiplying numbers above and below the BASE

Revision and Submission of Assignment by the students

Miracle Multiplication

Multiplication by 9's

  1. any two digit numbers by 99
  2. any three digit numbers by 999
  3. any four digit numbers by 9999
  4. any five digit numbers by 99999
  5. any six digit numbers by 999999
  6. any seven digit numbers by 9999999
  7. any eight digit numbers by 99999999
  8. any nine digit numbers by 999999999 and so…on
  9. any random digit number by any random of 9's

Multiplication by 1's

  1. any two digit numbers by 11
  2. any three digit numbers by 111
  3. any four digit numbers by 1111
  4. any five digit numbers by 11111
  5. any six digit numbers by 111111
  6. any seven digit numbers by 1111111
  7. any eight digit numbers by 11111111
  8. any nine digit numbers by 111111111 and so…on
  9. any random digit numbers by 12
  10. any random digit numbers by any random of 1's

The first number is same and the end digit must be add to 10

Multiplication of any two random numbers

(APPLICATION OF URDHVA TIRYAGBHYAM) (VERTICAL & CROSSWISE)

  1. any two digit numbers multiplied by any two digit numbers
  2. any three digit numbers multiplied by any three digit numbers
  3. any four digit numbers multiplied by any four digit numbers
  4. any five digit numbers multiplied by any five digit numbers
  5. any six digit numbers multiplied by any six digit numbers
  6. any seven digit numbers multiplied by any seven digit numbers
  7. any eight digit numbers multiplied by any eight digit numbers
  8. any nine digit numbers multiplied by any nine digit numbers
  9. Multiplying a long number by a shorter number
  10. any random digit numbers by any random digit numbers

Revision and Assignment

Lightning Squares

  1. Urdhva Tiryak Method of Multiplication
  2. Using the Yavadunam Thavadunikrutya Vargancha Yogayet Sutram
  3. Using the duplex method (Dwandwayoga method)
  4. Squares of demimals
  5. Application of Anurupyena Sutram (geometrical progression)
  6. Squares of numbers ending in 5 (Ekadhikena Purvena Sutram)
  7. Squares of numbers by base method
  8. Squares of numbers by duplex method
    1. squares of any 2 digit numbers
    2. squares of any 3 digit numbers
    3. squares of any 4 digit numbers
    4. squares of any 5 digit numbers
    5. squares of any 6 digit numbers
    6. squares of any 7 digit numbers
    7. squares of any 8 digit numbers

Easy Square Roots

Straight Division Method (Application of Dwandwayoga (duplex) Method)

Rapid Cubes

  1. A general method of cubing
  2. Yavadhunam Sutra for cubing
  3. Cubing Using Series Multiplication

Quick Cube Root

  1. Cube roots of exact cubes
  2. If the cube is even
  3. Imperfect cube
  4. Finding the fourth root
  5. Finding the fifth root
  6. Finding the sixth root

Excellent Division

  1. By Nikhilam Rule (Special cases of dividing with 9,8,7 & 6)
  2. Straight division -Application of Urdhva Tiryak Sutram for numbers (Vinculum method)
  3. Reduction method for straight division (simplified)

Revision and Assignment

Vinculum

  1. Introduction to vinculum numbers
  2. Convert vinculum numbers to normal form
  3. Subtraction using vinculum numbers

Simple Decimals

  1. Introduction to decimals
  2. Decimal addition
  3. Decimal subtraction
  4. Decimal multiplication
  5. Decimal division

Fun Fractions

  1. Introduction to fractions
  2. Fraction multiplication
  3. Fraction – addition & subtraction (same denominators)
  4. Fraction division
  5. Fraction – addition (different denominators)
  6. Factoring
  7. Reducing to lowest terms
  8. Mixed numbers
  9. Multipying mixed numbers

Smart Percentage

  1. Introduction to percentage
  2. Percentage difference
  3. Convert percents to decimals
  4. Convert percents to frations

Max Algebra

  1. Quadratic Formula
  2. Exponents and Radicals
  3. Absolute Value
  4. Special Product Formulas
  5. Binomial Theorem
  6. Special Factoring Formulas
  7. Inequalities
  8. Exponentials and Logarithms

Revision and Assignment


Course Duration: 18 Months