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You are here: Home / What is Vedic Mathematics / Multiplication in Vedic Mathematics / Anurupyena Sutra – Multiplication in Vedic Mathematics

Anurupyena Sutra – Multiplication in Vedic Mathematics

February 6, 2013 by Rahul Bhangale 4 Comments

 

Anurupyena Sutra Vedic Mathematics

Anurupyena Sutra

Shortcut method of multiplication in Vedic Mathematics (when Nikhilam sutra/method cannot be applied i.e. numbers are not closer to power of 10 but are closer to each other)

Sanskrit Name:

        अनुरुप्येण

English Translation:

Proportion/Many Forms

Meaning

Various Forms(Proportion/Ratio). Eg: 2 can be written as 2 OR 4/2 OR 16/8 OR 1*2 OR 0.5*4 , etc.

Stuff you need to know before starting:

        Before starting with Anurupyena multiplication tricks , I recommend you to go through the 2.Vinculum Process and Nikhilam Sutra of Multiplication. This 2 techniques will help you to understand Anurupyena.

Specific Condition Required:

  • Anurupyena sutra multiplication is used whenever both numbers are not closer to power of 10(10, 100, 1000, etc) and hence applying Nikhilam Method is not simple.
  • But if numbers are closer to multiples of 10’s (i.e. closer to each other) and their difference are easy to multiply then we can apply this Anurupyena Technique.

Also Read => More Vedic Mathematics Sutras for Multiplication.

Process:

  1. Working Base(W.B.) concept: If numbers are closer to 60, we take working base as 60 (10X6) instead of 100. Here factor is 6. If numbers are closer to 50, we can take working base as 50 (10X5) OR 50 (100/2), etc, here factors are 5 and 2 respectively
  2. Apply concept of Nikhilam as usual.
  3. Mutiply/divide by the SAME factor used in 1st step. i.e. W.B. is obtained by multiplication of factor then Mutiply else divide.

Shorcut technique for multiplication in Vedic Mathematics using Anurupyena Sutra.

Shorcut technique to multiply numbers in Vedic Mathematics using Anurupyena Sutra.

Vedic_Mathematics_Multiplication_Anurupyena_3

Watch below Video on  Anurupyena multiplication tips:

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Comments

  1. Ann says

    November 17, 2015 at 6:19 AM

    Can you please tell me how to do 18*28 with this method.

    Log in to Reply
    • Rahul Bhangale says

      November 18, 2015 at 2:48 AM

      You can consider base as 20 = 10 x 2 … Now carry out like above examples.

      Log in to Reply
      • Ann says

        November 29, 2015 at 2:53 AM

        Rahul,

        I am getting my answer wrong, could please help.

        I get
        18 -2
        28 +8
        —————-
        26 -16
        *2
        ——
        52 -16

        changing to normal,
        52+1 / 84
        53/84, carrying forward 8
        614.

        Log in to Reply
        • Rahul Bhangale says

          November 29, 2015 at 3:08 PM

          Hello Ann,

          After you get 52 -16,

          You need to carry forward -1 to 52, so it becomes
          51 -6 (This is Vinculum Number)

          Converting to Normal Number, it gives
          504.

          Let me know if this clears you .

          Log in to Reply

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