**Do you tired of teaching your child multiplication tables?**
Here i have something for you that you will feel that you do not need to remember Multiplication table more then number 5.

Isn't it sounds cool ?

Let me Explain how to multiply 9 x 6 using 10 as base.

1) do 9-10 and write it to the right side of 9

2) do 6-10 and write it to the right side of 6

3) Now left side digit will calculate using Multiplication of right most digits that has been calculated using (1) and (2)

4) And Left Side Digit will calculate using add numbers in cross sides. i.e add 9 to -4 or add 6 to -1 both will give the same result.

Here i have another Example of the same Methods that display another case of getting result in 2 digit right side. and how to handle it.

In such case we simply add right side's first digit to left side.

Now we are Moving towards number having more then 1 digit.

Now i will Show you how to multiply number near 100.

Method will Remain same as above but just the difference is on right side in answer we will have 2 digit as it is multiplication by number near 100.

How Simple it is! Then Why not use it by making daily Practice using it?

Now Lets see number Near 100 but above 100.

113 +13

__102 +2__
115 / 26

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how easy????

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Can you Imagine Multiplication can be much faster and easier like this?

Let take another Example of numbers in 1000.

988 -12 1113 +113

__998 -2 __ __1002 +2 __
986 / 024 1115 / 226

What if one number is above our consider Base and another is above it???

Let Understand it by Example.

13 +3

__7 -3__
10 / -9

=91

because -9 will be subtracted from 10

Let see another Example.

114 +14

__97 - 3 __
111 / -42

=11058

Because 42 will be subtracted from last 100.

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Let Take another Example to clear it!

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Now What if Number is not near by 10 or not 100 or not 1000????

Don't Worry We have Method for it too!

i.e Example of base 20

24 +4

__18 -2__
22 / -8

__x2 __ -----> here We Do multiplication by 2 because base is 10x2

44/-8

=432

This Method is Similar for all Number that is come near by some number. Practice of it will make you aware which method we can use for which numbers.

Let Take another Example to Finalize this Method with Practice.

76 +6

__68 -2__
74 / -12

__x7 __
518/-12

=5168

We have many more methods that we will see in next blog. Till Practice this one!

Have a Good Day.