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* Two basic Concepts of Vedic Mathematics

* Subtraction of a number from its Base

* Subtraction of a number from a Bigger Base

* Subtraction of a number from Multiple of bases ( viz . 200, 3000 and so on )

* Multiplication with 99999...... in Less than 5 Seconds

* Type I : Multiplicand Digits = Multiplier Digits

* Type II : Multiplicand Digits < Multiplier Digits

* Type III : Multiplicand Digits > Multiplier Digits

* By Now, Multiplication by 9 seems a simple calculation to all my friends... Multiplication by number 11 is also very interesting and fast in itself. and believe me in many cases, the answers to the complex problems can be given by just a look only . So here comes with the Magic with 11 Concept with Interesting easy to apply techniques to solve complex problems.

* 2 x 2 Method to solve mathematical problems instantly at a glance.

* 3 x 2 Method to solve Mathematical Problems quickly

* 4 x 2 Method

* 5 x 2 Method

* Another Concept is Multiplying By 12 ...... by using simple formula : "

* 2 x 2 Method [ By Application of Dot Sandwich ]

* 3 x 2 Method

* 4 x 2 Method

* 5 x 2 Method

* Multiplication By 112 { 2 x 3 Method }

* Multiplication By 112 { 3 x 3 Method }

* Multiplication By 112 { 4 x 3 Method }

* Similarly of Multiplication By 1112 :

* 3 x 4 Method

* 4 x 4 Method

* Multiplication By Tables of 13 To 19 wherein same formula as for 12 can be applied when multiplying by 13 to 19 , with a minor modification.

* Next Concept is about Checking Your Answers ( Means Removing Silly Mistakes )

* Concept and Videos on Digital Root ( D.R. )

* Need of D.R.

* Concept on Multiplication any number by 10, 100, 1000 .... etc

* Multiplying any number by 5, 25, 50 ....... and so on ..

* Vertical and Crosswise Multiplication by 2 x 2 Method

* Vertical and Crosswise Multiplication by 3 x 3 Method

* Vertical and Crosswise Multiplication by 3 x 2 Method

* Vertical and Crosswise Multiplication by 4 x 4 Method

* Vertical and Crosswise Multiplication by 4 x 3 Method

* Vertical and Crosswise Multiplication by 5 x 5 Method

* Document on Shortcut Diagrammatic Note for Vertical & Crosswise Multiplication

* Now comes with the Interesting topic on Squares i.e. Squaring a number means multiplying that number by itself . Eg : 3 x 3 gives 9 . So, 9 is the Square of 3.

* Squares of a Number below the base

* Squares of a Number above the base

* Fractions : Addition of fractions

* Subtraction of Fractions

* Addition & Subtraction of Mixed Fraction

* Case When Denominators of 2 fractions are composite numbers ( i.e. they have common factor )

* And many more to go on one and Only Competz.........

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