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MATHS – 0 - MAGIC
1. Take a three digit figure
Delete any non zero digit
Say 5
Tell me the figure as 58 or even 85
Say
573
Add the digits
5 + 7 + 3 = 15
Subtract the addition from origional
573 - 15 = 558
2. Take a Four digit figure
Say 5
Say
5679
To tell the sum first …
i.e. Answer
Add the digits
5 + 6 + 7 + 9 = 27
Subtract the addition from origional
5679 - 27 = 5652
Delete any number balance
Then
562
526
652
625
256
265
Take a Four digit figure
Delete any number balance
Say 5
Say
3756
Add the digits
3 + 7 + 5 + 6 = 21
Subtract the addition from origional
3756 - 21 = 5652
New Idea
1. Take a three digit figure
Write same number over it
i.e. 548548
Divide by - 13
Say
548
Now Divide by - 7
Divide by - 11
Vedic Mathematics
1. Squaring of numbers …
Say
a) Ending with 5..
Say - 25²
25² = (2 X 3) 25 = 625
Say - 45²
45² = (4 X 5) 25 = 2025
Say - 115²
115² = (11 X 12) 25 = 13225
Say - 205²
205² = (20 X 21) 25 = 42025
Vedic Mathematics
b. Last digits should add to 10 Remaining digits are same
Say
6 6
6 4X
4 2 2 4
9 1
9 9X
9 0 0 9
5 1
5 9X
3 0 0 9
Case 1 : Multiplication of no with series of –
Say
654 999 653346
999 999 998001
Case 2 : Multiplication with higher no of 9 –
9994 9999 99930006
045 999 045954
00123 99999 012299877
05555 99999 555494445
Case 3 : Multiplication with less no of 9 –
65400 - 654 = 64746
Multiplication of no with series of 1
Say 654 X 99
654 X 100 = 65400
Say 32 X 11
3 (3+2) 2 = 352
Say 64 X 11
6 (6+4) 4 = 704
Multiplication of no with series of similar digits
1. 333 X 222
= 333 X 2 X 111
= 666 X 111
Say 666 X 111
6 (6+6)=12 (6+6+6)=18 (6+6)=12 6 = 7 3 9 2 6
+1
3
Say 203 X 111
2 (2+0)=2 (2+0+3)=5 (0+3)=3 = 22533
+1 +1
2. 3021 X 333
= 3021 X 3 X 111
= 9063 X 111
Say 9063 X 111
9 (9+0)=9 (9+0+6)=15 (0+6+3)=9 (6+3)=9 3 = 10 0 5 9 9 3
All from nine & last from ten
To subtract any number from a power of ten
Subtract 54.36 from 100
100.00 – 54.36
100.00 - 54.36 = 45.64
+1+1
MULTIPLICATION
Criss Cross System
Step 1 :
2 3
1 2
6
X
2 3
1 2
4
X
3 + = 7
Step 2 :
Step 3 :
2 3
1 2X
2
Answer = 2 7 6
It can be shown as
* *
* *
* *
* *
* *
* *
(a) (b) (c)
We get answer in single line
For 3 digit number
* * *
* * *
* * *
* * *
* * *
* * *
* * *
* * *
* * *
* * *
(a) (b) (c)
(e)(d)
For Example
1 2 1
3 0 2
A = 1 X 2 = 2
B = 2 X 2 =0+ 1 X 4
C = 1 X 2 =0+ 2 X 53+ 1 X
D = 1 X 0 =3+ 2 X 6
E = 1 X 3 = 3
Answer = 3 6 5 4 2
Squaring of number
Formula Method :
Make parts of given number so that finding square of parts is easy
1. (109)² put 109 = 100 + 9
10000 + 811800 +
= 11881
1. (511)²
25000 + 12111000 +
= 261121
Another Formula :
1000000 - 2510000 +
= 990025
1. (995)²
Cube Root of Perfect Cubes :
Number Cube
1 1
2 8
3 27
4 64
5 125
6 216
7 343
8 512
9 729
10 1000
X
Text Text
Text Text
Text
X
Text + = Text
Thank You

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Vedic ganit

  • 1. MATHS – 0 - MAGIC 1. Take a three digit figure Delete any non zero digit Say 5 Tell me the figure as 58 or even 85 Say 573 Add the digits 5 + 7 + 3 = 15 Subtract the addition from origional 573 - 15 = 558
  • 2. 2. Take a Four digit figure Say 5 Say 5679 To tell the sum first … i.e. Answer Add the digits 5 + 6 + 7 + 9 = 27 Subtract the addition from origional 5679 - 27 = 5652 Delete any number balance Then 562 526 652 625 256 265
  • 3. Take a Four digit figure Delete any number balance Say 5 Say 3756 Add the digits 3 + 7 + 5 + 6 = 21 Subtract the addition from origional 3756 - 21 = 5652
  • 4. New Idea 1. Take a three digit figure Write same number over it i.e. 548548 Divide by - 13 Say 548 Now Divide by - 7 Divide by - 11
  • 5. Vedic Mathematics 1. Squaring of numbers … Say a) Ending with 5.. Say - 25² 25² = (2 X 3) 25 = 625 Say - 45² 45² = (4 X 5) 25 = 2025 Say - 115² 115² = (11 X 12) 25 = 13225 Say - 205² 205² = (20 X 21) 25 = 42025
  • 6. Vedic Mathematics b. Last digits should add to 10 Remaining digits are same Say 6 6 6 4X 4 2 2 4 9 1 9 9X 9 0 0 9 5 1 5 9X 3 0 0 9 Case 1 : Multiplication of no with series of – Say 654 999 653346 999 999 998001
  • 7. Case 2 : Multiplication with higher no of 9 – 9994 9999 99930006 045 999 045954 00123 99999 012299877 05555 99999 555494445
  • 8. Case 3 : Multiplication with less no of 9 – 65400 - 654 = 64746 Multiplication of no with series of 1 Say 654 X 99 654 X 100 = 65400 Say 32 X 11 3 (3+2) 2 = 352 Say 64 X 11 6 (6+4) 4 = 704
  • 9. Multiplication of no with series of similar digits 1. 333 X 222 = 333 X 2 X 111 = 666 X 111 Say 666 X 111 6 (6+6)=12 (6+6+6)=18 (6+6)=12 6 = 7 3 9 2 6 +1 3 Say 203 X 111 2 (2+0)=2 (2+0+3)=5 (0+3)=3 = 22533 +1 +1
  • 10. 2. 3021 X 333 = 3021 X 3 X 111 = 9063 X 111 Say 9063 X 111 9 (9+0)=9 (9+0+6)=15 (0+6+3)=9 (6+3)=9 3 = 10 0 5 9 9 3 All from nine & last from ten To subtract any number from a power of ten Subtract 54.36 from 100 100.00 – 54.36 100.00 - 54.36 = 45.64 +1+1
  • 11. MULTIPLICATION Criss Cross System Step 1 : 2 3 1 2 6 X 2 3 1 2 4 X 3 + = 7 Step 2 : Step 3 : 2 3 1 2X 2 Answer = 2 7 6
  • 12. It can be shown as * * * * * * * * * * * * (a) (b) (c) We get answer in single line
  • 13. For 3 digit number * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * (a) (b) (c) (e)(d)
  • 14. For Example 1 2 1 3 0 2 A = 1 X 2 = 2 B = 2 X 2 =0+ 1 X 4 C = 1 X 2 =0+ 2 X 53+ 1 X D = 1 X 0 =3+ 2 X 6 E = 1 X 3 = 3 Answer = 3 6 5 4 2
  • 15. Squaring of number Formula Method : Make parts of given number so that finding square of parts is easy 1. (109)² put 109 = 100 + 9 10000 + 811800 + = 11881 1. (511)² 25000 + 12111000 + = 261121
  • 16. Another Formula : 1000000 - 2510000 + = 990025 1. (995)²
  • 17. Cube Root of Perfect Cubes : Number Cube 1 1 2 8 3 27 4 64 5 125 6 216 7 343 8 512 9 729 10 1000