Squaring of Number

Now Squaring of Number will be very easy by the Multiplications method we have learn in previous Posts.

Let me give you few Examples of it.

9   -1

9   -1

8  / 1

12  +2         97    -3        108   +8        997    -3       1021  +21

12  +2         97    -3        108   +8        997    -3       1021 +21

14  /4          94  / 09       116 / 64         994/009       1042/441

28    +8         72    +2          72     -8

28    +8         72    +2          72     -8

36 / 64           74   /4           64 /64

x2                  x7                 x8         

72  /64           518 /4          512/64

=784                                =518/4

Now Lets see what if Number ends at 5!

The magic comes here!

45*45   = (4*5) /25 = 20 / 25

85*85   = (8*9)/25 = 72 / 25

115*115   = (11*12)/25 = 132 / 25 

325*325   = (32*33)/25 = 1056 / 25  ---> i calculate 32*33 directly using Vedic method!

1235*1235   = (123*124)/25 = 15252 / 25  ---> i calculate 123*124 directly using Vedic method!

105*105   = (10*11)/25 = 110 / 25

95*95   = (9*10)/25 = 90 / 25

Now you have learn lots of tricks to multiply and square number very Quick with very easy Methods!
Congratulations!

Don't Forget to share it with your Friends.

Two digit multiplication Easy methods

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

how easy????

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.

Let Take another Example to clear it!

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.

Multiplication of 3 digit numbers

If you want to multiply 123 and 456 then consider 1 in 123 as a ,2 in 123 as b and 3 in 123 as c.

so the number 123 will be written as ax2 + bx +c

here x is 10 so

Here i have illustrate how to multiply 3 digit numbers using
 Vedic method  with Explanation

ax2+bx+c
=1*10*10 + 2*10  + 3
=100 + 20 + 3
=123

in same manner we take 456 as dx2 + ex + f

so now multiplication is between  ax2 + bx +c and dx2 + ex + f 

so the answer is (ad)x4 + (ae + bd)x3 + (af + be + cd)x2 + (ce+bf)x + cf

If you make this practice then multiplication be very easy for you.

so using vedic trick multiplication is as shown below.

1  2  3

4  5  6

4 3 8 7 8

 1 2 2 1   

5 6 0 8 8

You can do same method for any digit number for faster Multiplication.

Vedic Maths: Multiplication of two digit numbers

Learn vedic method of Multiplication of two digit number
and win prize by giving answer till 27/04/2015 9:00 AM

Here i have explained you very easily how we can get multiplication of two digit numbers.

Here i'm also having one skim for you.

All participant can comment your answer with vedic method and have chance to win prize.

You have time till 27/04/2015 9:00 AM. to answer this question.

One among all correct one will be chosen to have prize.

Power of Vedic Mathematics And Why to learn it.

Vedic Maths is not different kind of maths then we have studied in schools. Then how it make difference and why people learn it?

The difference is vedic math include conclusions based on various sutras(Formula) from our vedas and Upnishdas. That help us to detecting type of problem. And we do calculation based on the problem type. So we do not follow conventional boring method all time and do calculation based on the situation that make our mind very instant to answer.

Sample of how use of Vedic Maths reduces Time and make
maths Easy to learn for students

So the learner of Vedic Maths learn how to apply their knowledge in Maths as well as in other fields too.

My sincere thanks to Jagadguru Sankaracharya Sri Bhakti Krishna Tirthaji Maharaja of Govardhana Matha, Puri for Writing 16 simple Mathematical formula based on Vedas.

Vedic Maths is also popular as High Speed maths or Mental maths Because once you will practice it you can calculate various things by mentally.

Here in this post i'm going to show you how easy Maths become for students using the various methods given in Vedic maths.

At fist extent you might find it difficult but once you will practice it , it will become easy for you.Because it is totally different to use from conventional maths we are using.

I'm lover of Math so i'm starting this online blogging for vedic maths free for all. So all can ask any doubt about maths , vedic maths.

Vedic Maths: Square a Number

Square a number by the Deficiency Sutra Method

Sometimes we find it difficult to get square of a number by our routine methods. Here's how vedic mathematics can help us!

Here are few easy steps to get through!

1 : Find the base of given number. That is maybe, 10, 100, 1000, 10000, ...
2 : Find the difference between base and a given number. That is a deficiency value.
3 : Subtract the given number by deficiency and then multiply by base.
4 : Square the deficiency value.
5 : Add rule 3 result with the rule 4 result. And that's it!

Example: 93 X 93 (Yaavadunam Sutra Method)

1 : 93 base is 100
2 : 100 - 93 = 7
3 : (93 - 7) X 100 = 86 X 100 = 8600
4 : 7 X 7 = 49
5 : = 8600 + 49 = 8649

93 X 93 = 8649

Most common Passwords people use!

Here is the list of most common passwords people use!
Make sure you don't have anything from this to avoid being hacked by someone!

123456
password
12345678
qwerty
abc123
123456789
111111
1234567
iloveyou
adobe123

Password is the most important thing you should take care of if you have important data in your account. If not then enjoy using simple passwords :D