Vedic mathematics is a system of mathematics discovered from ancient Hindu scriptures called the Vedas. It provides simple mathematical formulas and techniques to allow calculations to be performed mentally at high speed. Some key aspects of Vedic mathematics include 16 formulas that can be applied to problems in arithmetic, algebra, geometry and trigonometry to obtain answers faster and more easily than traditional methods. Using Vedic math helps improve logical thinking and problem solving skills.

3. Vedic mathematics is the name given to the
ancient system of mathematics which was
rediscovered from the Vedas.
It’s a unique technique of calculations based
on simple principles and rules , with which any
mathematical problem - be it arithmetic,
algebra, geometry and trigonometry can be
solved mentally.

4.  Vedas are ancient sacred books written by India's holy
men thousand years back.
 Veda is a Sanskrit word which means
‘Knowledge’.
 Vedic Mathematics was written by His Holiness
(1884 – 1960)
 Swami Sri Bharati Krishna Tirthaji Maharaja applied
Vedas mantra to solve modern mathematical problem
As result mathematical calculation became easiest.

5. • Vedic Mathematics is Sixteen Simple
Mathematical Formula from Vedas

7.  It helps a person to solve problems 10-15 times faster.
 It reduces burden (Need to learn tables up to nine only)
 It provides one line answer.
 It increases concentration.
 Time saved can be used to answer more questions.
 10 minutes calculation can be done in 5 seconds without pen and
paper
 Vedic Mathematics is Very Powerful.
 Logical thinking process gets enhanced.

8. ‘
65 X 65
• 3 2 5
3 9 0
-------------
4 2 2 5
---------
•
65 X 65 = 4225
( 'multiply the
previous digit 6 by
one more than
itself 7. Than write 25 )

10. This formula can be very effectively applied in multiplication of
numbers, which are nearer to bases like 10, 100, 1000 i.e., to the
powers of 10
• Conventional
Method
• 97 X 94
3 8 8
8 7 3
-----------------
9 1 1 8
• Vedic Method
• 97 -3
• 94 -6
------------
9 1 1 8

12. • Conventional Method
• 103 X 105
----------
5 1 5
0 0 0
1 0 3
-------------
1 0, 8 1 5
• Vedic Method
103 X 105
---------------
103 + 3
105 +5
--------------
1 0, 8 1 5

13. • Conventional Method
• 103 X 98
-----------
8 2 4
9 2 7
-------------
1 0, 0 9 4
• Vedic Method
103 3
98 -2
--------------
1 0, 0 9 4
--------------

14. • Vedic Method
• 4 6
X 4 3
------------
• 1 9 7 8

16. • Vedic Method
103
X 105
-------------
1 0, 8 1 5
------------

18. 45x – 23y = 113
23x – 45y = 91
Firstly add them,
( 45x – 23y ) + ( 23x – 45y ) = 113 + 91
68x – 68y = 204 --- x – y = 3
Subtract one from other,
( 45x – 23y ) – ( 23x – 45y ) = 113 – 91
22x + 22y = 22 ------- x + y = 1
Repeat the same sutra,
we get x = 2 and y = - 1

19. • Find HCF of x2 + 7x + 6 and x2 -5x -6
Addition subtraction

20.  Covers a range of topics from arithmetic,
algebra, trigonometry and calculus.
Globally maths skills are in a decline so it help
to improve the maths skills.
 Vedic Maths application from schools to
colleges in entrance exams.
Applications in the field of IT.

21. People can invent their own methods ,they are
not limited to the one ‘correct’ method .
 It also lead to improve memory and greater
mental ability .
 It is a magical tool to reduce scratch work and
finger counting.
Helps students to excel in competitive exams
like SAT, ISAT, CAT, MAT, XAT, GRE.
Engineering and various entrance examination.