in this course you will learn all elementary technique to improve your math calculation. like how to do fast multiplication decision addition subtraction square cube and their roots . in this course also you will learn algebra and geometry basic techniques. this course is very useful for all level for students. you can learn from basic to advance level. generally students have math fear from their elementary school because traditional method of calculation are long and boring. students are not comfortable with math , so the role Vedic math comes in practice. students love Vedic math concept very much. detail description are below

1- SQUARING OF NUMBERS ENDING WITH 5

2- SQUARING OF NUMBERS BETWEEN 50 AND 60

3- MULTIPLICATION OF A NO SERIES WITH 9

4- MULTIPLICATION OF A NO SERIES WITH 1

5- MULTIPLICATION OF A NO WITH A SERIES OF SIMILAR DIGITS

6- SUBTRACTION RULE ALL FROM 9 LAST FROM 10

7- WORLD’S FASTEST MULTIPILCATION TRICK CRISS CROSS

8-SQUARING OF NO

9- CUBE ROOTS OF PERFECT CUBE

10- SQUARE ROOTS OF PERFECT SQUARE

11- BASE METHOD OF MULTIPLATION

12-BASE METHOD OF SQAURING

13-DIGIT SUM METHOD

14-MAGIC SQUARE

15-CALENDAR

16-ALGEBRA TECHNIQUE

17-SQUARE ROOT OF ANY NO

18-HOW TO FIND CUBE

19-BASE METHOD OF DIVISION

20-FLAG METHOD OF DIVISION

21-PERCENTAGE METHOD OF DIVISION

22-METAL ADDITION

23-MENTAL SUBTRACTION

24-MULTIPLICATION

25-PERCENTAGE

26-DECIMAL FRACTION

27-PYTHAGORIAN TRIPLET

28-QUADRATIC EUQTION

29-LINEAR EQATION

Are you or your child struggling with Math? Would you like to have fun with Math? If yes then this course is for you!

Everything you wanted to know about High-Speed Vedic Mathematics and more.

This course contains over 15 hours of material on the World's Fastest Mental Arithmetic System and over a thousand solved examples and exercises. This will keep you occupied for over 60 topics and will add to your Math Skills and give you the competitive edge.

This course has been authored by Avnish Kumar which contains examples presented in detail and the methods explained beautifully.

The Vedic Math course is sought after in the academic circuit and has been made after the author's long experience of teaching over 4 million students in the subject across the globe.

Can you multiply 998 x 997 in five seconds?

Learn High Speed Vedic Mathematics which will enable you to calculate much faster compared to the conventional system. You will be able to do seemingly difficult calculations like 998 x 997 in split seconds which will make a remarkable difference to your confidence and self esteem. Your calculation skills will improve, you will be able to perform better and you will exuberate confidence which will blow people away.

The scope of the area which Vedic Mathematics covers is much larger than the other systems. Through Vedic Math you can do calculations in Arithmetic, Algebra and even Trigonometry for that matter and simplify and speed up calculations. The results are for you to see and people love us across the globe for adding value to them and their children.

How High Speed Vedic Math can help you

· More than 1500% times faster than normal Math: this makes it the World's Fastest.
· Eradicates fear of Math completely. So If your child has Math-Phobia High Speed Vedic Math is a Fun-Filled way to do Math and arises interest in your child.
· Much Improved Academic Performance in School and Instant Results. Just see the first exercise and believe it for yourself. Go over the examples given in the tutorials you would be amazed.
· Sharpens your mind, increases mental agility and intelligence.
· Increases your speed and accuracy. Become a Mental Calculator yourself.
· Improves memory and boosts self confidence.
· Cultivates an Interest in you for numbers.
· Develops your left and right sides of your brain hence using intuition and innovation. It has been noted that Geniuses have been using the right side of the brain to achieve exceptional results.
· Easy to master and apply. You just need the knowledge of tables to learn this.
· From 11 years upward. This course has been designed to appeal to a large cross section of the society- Students, Teachers, Parents, Professionals, Entrance Exam Aspirants, Business Men, and People who have an avid interest in Math and would like to explore something exceptional which is taking the World over by storm.

You would be learning how to speed up calculations which are stumbling blocks in mathematics. These concepts will help you in your studies for the university examinations and also for the entrance examinations you will be facing in your life.

You will be learning how to speed up Multiplication, Division, Addition, Subtraction, How to find squares in less than 5 seconds, Cubes, find Cube Roots in 3 seconds flat, Find Square Roots, Sharpen your skills of Algebraic Equations and do it mentally, Learn Divisibility rules for every number in the number system, Speed up concepts of Geometry, Find out Divisibility rules for every number in the number system, Calendars and much much more. This system will change your paradigm about mathematics and you will be able to enjoy it more than you ever did.

The course will help you to realize your hidden potential, develop your mathematical faculties and improve your academic performance drastically. Most students around the globe after going through the course tell us why aren't these methods been taught in school? To which we answer that it we have to be realistic about our education policy in any country and understand that the current system will not change drastically to adopt a completely new way of teaching math.

In order for the ancient system of Vedic Math to become mainstream, I believe that teachers need to slowly integrate it into their curriculum and display its positive results, such as students performing better on tests due to its simplified and easy-to-understand-master and apply methods. Workshops, Seminars and Math Exhibitions on the subject will stimulate a child's brain and invoke a Mathematical Interest in him and then more difficult higher concepts can be taught to him, as he would be in a receptive mode.