Math Trick to square

EasyCal 5 Fast Multiplication Trick 5 Trick to Directly Multiply the Big Numbers

Fast Multiplication of any number - using vedic math

Fast Multiplication Squaring Trick

Finding calender dates using vedic maths

 

Note 1: 

If the months are January and February and if it is a leap year then you have to consider the previous day.

Note 2:

if the final sum is less than 7, then take the sum itself as the remainder. in this case take 2 as the remainder and this day was a Monday

Power of 1/3

Power of 1/3 :

This is the cubes table

Table : 1
Number	Cube
1	1
2	8
3	27
4	64
5	125
6	216
7	343
8	512
9	729
10	1000

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This table formed by using Underlined Digits

Table : 2
Number	Cube ends with
1	1
2	8
3	7
4	4
5	5
6	6
7	3
8	2
9	9
10	0

---

Solving cubes little bit tricky but we can do it using a simple table it using a simple table
you have to remember this table-2
when you see 1 it's 1, 2 it's 8, 3 it's 7..........,the cube of the number ends in this formatHow ? we can do for more digits
Step 1:
 Divide first three digits
 for example if the number is 103829 it should be 103 | 829
another example :
if the number is 39304 it should be 39 | 304

Step 2:
We have to solve the right part first then shift to the left part of the number .
Example : 287496 cube ?
Step 1:  287496 >>>>>>> 287|496
Step 2: The number ends with 6 so ...the cube of the number ends with 6 (From table -2) _______________6

Step 3:  Now consider 287 it is lies between cube of 6 and 7 (From table -1) ______________66
    >>>>>  
so next value is 6
Step 4: the answer is 66
Another Example :

How to find Square Root of a number

To find Root of a number we have to follow some basic rules.

The first and last rule is just a square table

(In this scenario we do some comparisons with known values)

Te table values :

Number	Square
1	1
2	4
3	9
4	16
5	25
6	36
7	49
8	64
9	81
10	100

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By observing the above table we can conclude that (by comparing both first digits of numbers )

Square first digit	Number
1	1 or 9
4	2 or 8
9	3 or 7
6	4 or 6
5	5
0	0

---

By using following table-2
if the number first digit is 9 then The root of that number  first digit is   3 or 7
if the number first digit is 6 then The root of that number  first digit is  4 or 6

Note: By observing first table square column we can conclude that square root of any number doesnot ends with 2 ,3,7 or 8

---

To find Square roots of unknown numbers we have to use some simple known values.

At last we reached the end to find square roots of a number just follow the TABLE-2 AND TABLE-3

Number	Square
10	100
20	400
30	900
40	1600
50	2500
60	3600
70	4900
80	6400
90	8100
100	10000

Example :
Find square root of  7744 ?
Solution :
Step 1 : 7744 first digit is 4 so the square root  first digit is 2 or 8.
Step 2 : compare this number with second table. The value is in between 80 and 90 so that the number may be 81,82,83,84,85,86,87,88,89.

Step 3 : By using Step 1 we can conclude that the number First digit is 2 or 8 so The Number is either 82 or 88.
Step 4 : If 7744 is close to 6400 then answer will be 82.
Step 5 : If 7744 is close to 8100 then then answer will be 88.

What's New Today

              From Today on-wards This blog uses HTML tags and all to provide good and neat presentation.Hope you love it.

Vedic Maths is a special way of doing things

Finding square of a number

finding square of a number is tough in sometimes

to find square of a number like 995, 1005, 1001, we have to do some min process to get the value.

its is simplified by using formula like

just changing our numbers into formulas like
----------------------------------------------------------------
Example 1:  Using formula 1

take 995 :

just write :

----------------------------------------------------------------
Example 2 :  Using formula 2

take  1005 :

just write :

-----------------------------------------------------------------

Example 3 : Using formula 3

take 72 :

just write :

-----------------------------------------------------------------

Cris Cross Different Designs

For three digit multiplication

For Four digit multiplication

cris cross Multiplication (Follow the designs)

Multiplying a number with xxxxxxxx's

Its is same as the Multiplying a number with 111111111111111111's which we done in the previous post


example : something X  444444

now we have to convert (something) X (4) X  (111111)

both are equal

now try this :)

Multiplying a number with 111111111111111111's

Step 1:

Step 2:

Step 3:


for 11's

For 111's

Multiplying a number with 999999999999999999999999999999999999

Step 1:

Step 2:

Note :if 9's are greatrer then the multiply number then add 0's to the original numbereg: 45 X 9999 >>>>>>0045 x 9999 

Finding square of a number between ( 50 to 60 )

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Finding square of a number between ( 50 to 60 )

________________________________________________________________________________

Multiplying Two numbers when those two digits total is 10

THE TWO VALUES MUST HAVE SAME STRTING DIGITS LIKE 67*63,107*103 LIKE THAT PROCESS IS SAME AS LAST POST

ANOTHER EXAMPLE:

How to find square of number which ends with 5

STEP:1:  TAKE THE FIRST NUMBER AND ADD 1 TO IT AND MULTIPLY WITH ORIGIANAL NUMBER

STEP 2: MULTIPLY BOTH 5'S AND PLACE IT BELOW

ANOTHER EXAMPLE :

ANOTHER EXAMPLE:

Starts with a Date of Birth of a friend using a single Number

all the visitors i am following step by step pattern with explanation it will be easy for you to understand meanwhile i provide some video tutorials if text is not sufficient.

How to get Date of Birth :


to know the Date of Birth first ask about some little things about your friend. You have to know answer at the end nothing more.

Here example with DOB :    Feb-14-1990

Step 1: Ask him about their Month which he born.  Just take the number in their Mind.

 Example : i am assuming my date of birth Feb 14th 1990
so my number is Feb>>>>>>>>>> 2
so say X = 2

Step 2: ask him to double the number 

X= 2  now X= 4

Step 3:  add 5 to it

X= 4 now X= 9

Step 4: Multiply with 5

X=9 now X= 45

Step 6: add 0 at the end

X=45 now X=450

Step 6 : add date to it

X= 450 now  X= 450+14 = 464

Now ask him to tell the end number  464 now you have to think about it

X= 464

Step 7:  subtract 50 from first two digits and Subtract 2 from last digit

eg: 464 first two digits 464  and 464 last digit is 464

64 - 50 = 14  this is the date
04 -02 = 02 this is month

try it now