
| Amaze your friends by multiplying any number with any number of 9s … before they can type the numbers in a calculator |
| Easy way to multiply 2 numbers when the units digits add up to 10 and the rest of the digits are the same |
| Easy way to multiply 2 numbers when the units digits add up to 10 and the rest of the digits are the same |
| Also called the Napier Rod method or Lattice Method of multiplication. Multiply any 2 digit number with any other 2 digit number super quick. |
| Divide numbers easily by doubling them. |
| A new short way of multiplying 2 digit numbers. Write your answer without using the standard multiple steps. |
| A new short way of multiplying 3 digit numbers. Write your answer quickly using a simple single step pattern. |
| Square numbers using the formula but in a single step |
| Quickly check if your answer when you multiply 2 numbers is correct using this method. |
| Quickly find the HCF of multiple numbers |
| Divide any number with another that has any number of 9s example 3456888 ÷ 9999 |
| A totally different way of multiplying any number by 11. Get the answer using addition! |
Forgot your times tables? Write any table within a minute.
| Use the Pascal's triangle to make your own formulae. |
Find the sides of a right angled triangle knowing the value of only one side.
Learn how to determine perfect cubes till 99
Quickly find out the day for any date in a year.
Easily solve magic squares.
Mentally solve square roots till 200.
Use a simple formula to find the square root of irrational numbers.
Learn to do calculations mentally and faster than using a calculator. This course will help you step into the word of vedic maths and show you how to use simple techniques that provide amazing results.
This is the first level of the course and is suitable for children from year 3 onwards as well as adults.
I have taught this course in various schools all across India and have had really great feedback. I hope to reach a wider audience through this and give a glimpse of the magic of vedic maths.