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VEDIC MATHEMATICS FOR BEGINNERS

 

Lesson 4
 

Addition of numbers using ‘Ekadhiken Purvena’



Recall : ‘Ekadhiken Purvena’ means ‘One more than the previous one’

Usually we make mistakes in adding numbers which involve carrying. The problem increases when we add too many numbers containing large number of digits.

Study the following examples:

While adding if the addition is 10 or more, then the Ekadhik symbol (·) is placed for a group of 10 on the digit of the number with the next higher place value and continue adding with the balance of the sum. The same process is followed for tens , hundreds and thousands place respectively.

For example,


Question. Add 49 and 36
.

1
1
4
9
8
6
----- ----- ----
1
3
5

 

Usual method :
Step 1. 9 + 6 = 15
Step 2. Write 5 in the unit’s column and annex 1 to the ten’s column.
Step 3. Add ten’s column. 1 + 4 + 8 = 13
Step 4. Write 3 in the ten’s column and annex 1 in the hundred’s column.
Step 5. Write 1 as the sum of the hundred’s column.

The sum is 135.

Now with the method of ‘Ekadhiken Purvena’:

Question. Add 49 and 36.

4
9
8
6
----- ----- ----
5

Step 1.

 

9 + 6= 15 therefore Ekadhik symbol will be on 8 and the remainder 5 will be written at the units place in the sum.

 

4
9
0
8
6
----- ----- ----
3
5

Step 2.

                          
Here, 4 + 8 = 13 ( 8 = 8+1=9)
i.e., 4 + 9 = 13 . (The Ekadhik of 8 is 9)
                         
comes on 0 i.e., 0 . The remainder 3 will be
written at the tens place in the sum.

 

4
9
0
8
6
----- ----- ----
1
3
5

Step 3.

                  
Since 0 = 1 (0+1=1)thus , 1 will be written at
the hundreds place in the sum.
                        
Thus, the sum is 135.

Thus, in a single step the procedure will be as follows:

4
9
0
8
6
----- ----- ----
1
3
5

 

Example : Add using ‘Ekadhiken Purvena’

412, 635, 433,1275

Solution:

4
1
2
0
6
3
5
4
3
3
1
2
7
5
-----
-----
----
----
2
7
5
5
------
------
----
----

Example : Find the sum.
2356 + 136 + 6759 + 345 + 1289 + 2899
Solution:

2
3
5
6
1
3
6
6
7
5
9
3
4
5
0
1
2
8
9
2
8
9
9
----
----
---
---
----
1
3
7
8
4
----
----
---
---
----

 

PRACTICE EXERCISE

Add the following the Vedic Mathematics way (using Ekadhiken Purvena):

1. 48 + 67
2. 67 + 57 + 36
3. 9 + 15 + 125
4. 16 + 55 + 67 +234
5. 123 + 234 + 345 + 456
6. 654 + 543 + 432 + 321
7. 4563 + 234 + 1239 + 666 + 7777
8. 3567 + 5376 + 7356 + 3675 + 6753 + 7563
9. 1111 + 7898 + 34 + 635 + 90 + 9087 + 1378
10. 6666 + 5555 + 4444 + 3333 + 2222 + 1111

ANSWERS

1. . 115
2. . 160
3. . 149
4. . 372
5. . 1158
6. . 1950
7. . 14479
8. . 34290
9. . 20233
10. 23331


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Workshops Upcoming with Students Corner

Mr. S.N. Sharma gave a new boon to the world by giving us the concept of workshops. Workshops are basically referred to classes for providing the people a guidelines to the field of teaching mathematics. Though Mr S.N. Sharma has conducted workshops for teachers in different parts of India. Now he is planning for the workshops for parents also so that the parents can get a way to how to guide their children at home.

Coming with the latest ventures Mr. S.N. Sharma has given us a new way to the students in getting their queries solved. Now the students can get a online solutions to their problems by just getting themselves registered to this site so that he can be in a decent touch with them forever. Planning for the workshops for parents is also one of the most happening latest venture of Mr. S.N. Sharma.

Over the years, Mr. Sharma has been keenly involved in solving problems of the students. It is worth mentioning that still today he has a keen interest in giving solutions and help to any one who has some problem in mathematics. This section has been added on special request of Mr. Sharma to keep in touch with students. Here he would be giving solutions to any problems that they put.
 

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