Vedic Maths 2

What You Learn...

  • Multiplication By 9,99,999… Case – 1
  • Multiplication By 9,99,999… Case – 2
  • Multiplication By 9,99,999… Case – 3
  • Multiplication By 101
  • Multiplication By 102
  • Multiplication By 103
  • Multiplication By 1001
    Multiplication By 111
  • Multiplication By 1111
  • Antyayodashke ‘Pi’ – 10 Multiplications
  • Antyayodashke ‘Pi’ – 100 Multiplications

Squares – Numbers Consists All Digit Of 1
Squares – Numbers Consists All Digit Of 2
Squares – Numbers Consists All Digit Of 3
Squares – Numbers Consists All Digit Of 6
Squares – Numbers Consists All Digit Of 9
Squares – Numbers Consists Unit Digit 1 & Rest Of All Digits 9
Squares – Numbers Consists Unit Digit 2 & Rest Of All Digits 9
Squares – Numbers Consists Unit Digit 3 & Rest Of All Digits 9
Squares – Numbers Consists Unit Digit 4 & Rest Of All Digits 9
Squares – Numbers Consists Unit Digit 5 & Rest Of All Digits 9
Squares – Numbers Consists Unit Digit 6 & Rest Of All Digits 9
Squares – Numbers Consists Unit Digit 7 & Rest Of All Digits 9
Squares – Numbers Consists Unit Digit 8 & Rest Of All Digits 9

Multiplying By 2
Multiplying By 5
Multiplying By 6
Multiplying By 7
Multiplying By 8
Multiplying By 9
Multiplying By 11
Multiplying By 12
Multiplying By 25
Multiplying By 75

Teen Number Multiplication
Multiplication Two Digits – Line Method
Multiplication Any Two Digit Number
Multiplying 2 Numbers With The Same Ten’s Digit
Multiplying Two Numbers That End In 5
Multiplying By Numbers Ending In Zeros

Squares Of Numbers Ending In 1
Squares Of Numbers Ending In 5
Squares Of Numbers Ending In 6
Squares Of Numbers Ending In 4
Squares Of Numbers Ending In 9

Place Wise Addition – Shuddha Method
Addition By Ekadhikena Purvena
Addition – Using Zero Ending Method
Adding Consecutive Number
Adding Consecutive Numbers Starting From 1
Finding The Sum Of All Odd Numbers Starting From 1
Finding The Sum Of All Even Numbers Starting From 2

Complements Using Nikhilam Navataha Caramam Dasatah
Subtraction By Ekadhikena Purvena
Subtraction By Nikhilam Navataha Caramam Dashtaha
Starting Complements From The Middle Of The Sum
Leaving Complements In The Middle Of The Sum
Subtraction Of Similar Digits
Complements More Than Once In The Same Sum