VEDIC MATHS-19

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VEDIC MATHS

                           By OMKAR TENDOLKAR

Hello friends,

                      This is our 19th blog from the series of "Vedic maths" blogs. Here in this blog we will learn about "The Criss-Cross system of multiplication for higher order number"

Criss-Cross System of Multiplication :

               In Vedic Mathematics , we have similar system as like traditional way of multiplication it helps us to get the answer much faster. This system is also universal system and can be used for any combination of numbers of any length.
                     This system of Multiplication is given by the "Urdhva-Tiryak Sutra." It means 'vertically and cross-wise'. The application of this system are manifold, but in this blog we shall confine our study only to it's utility in multiplying numbers. We shall call it the criss-cross system of multiplication.

Reference:
We had already learn about "Criss-Cross System of Multiplication for 2-digit number" our previous blog. If you have missed my last blog then please visit "VEDIC MATHS-14".

We had already learn about "Criss-Cross System of Multiplication for 3-digit numbers where carry over is not involved" our previous blog. If you have missed my last blog then please visit "VEDIC MATHS-15".

We had also already learn about "Criss-Cross System of Multiplication for 3-digit numbers where carry over is involved" our previous blog. If you have missed my last blog then please visit "VEDIC MATHS-16". 

We had also already learn about "Criss-Cross System of Multiplication for 4-digit numbers" our previous blog. If you have missed my last blog then please visit "VEDIC MATHS-17".

We had also already learn about "The Characteristics of Criss-Cross multiplication" our previous blog. If you have missed my last blog then please visit "VEDIC MATHS-18".


The Criss-Cross system of multiplication for higher order number:

             In this blog, I have given the steps for multiplying five-digit,six-digit and seven-digit number. In this manner we can go on and on and on, with eight-digit, nine-digit, ten-digit numbers, etc., But I guess the techniques that we have studied up to this point will suffice us to get a thorough understanding of the concept.
              The concept that we have studied here can be applied in multiplying algebraic expression too. For example, if you want to find the product of a+6b multiplied 2a+3b you can use the Criss-Cross system.

TECHNIQUE FOR MULTIPLYING FIVE-DIGIT NUMBERS

Steps involved in multiplying 5-digit numbers


TECHNIQUE FOR MULTIPLYING SIX-DIGIT NUMBERS

Steps involved in multiplying 6-digit number
Steps involved in multiplying 6-digit numbers


TECHNIQUE FOR MULTIPLYING SEVEN-DIGIT NUMBERS

Steps involved in multiplying 7-digit numbers


In next blog we will discuss about "Squaring of numbers using Criss-Cross system".     

Are you excited for this?...
Then, please wait for it.
I will post my new blog in next week.

We will meet very soon through our next blog. Till that stay connected, stay healthy and stay safe.

Thanks

for giving your valuable time.

Good day😊.


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