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VEDIC MATHS LESSON -1


  1. Kunal_Gupta saidMon, 25 Aug 2008 09:05:25 -0000 ( Link )

    Nice presentation

    was refreshing to see a presentation lesson :)

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  2. gauravjain26 saidMon, 25 Aug 2008 09:07:39 -0000 ( Link )

    we will be soon uploading more of the lessons on vedic maths. so keep visiting.

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  3. animesh64 saidWed, 27 Aug 2008 13:18:38 -0000 ( Link )

    further presentations on actual usage would be interesting

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  4. gauravjain26 saidWed, 27 Aug 2008 14:52:11 -0000 ( Link )

    Sure…. working on that only.

    much more on vedic maths is about to come…... so keep visiting.

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  5. shampy88 saidFri, 28 Nov 2008 07:49:06 -0000 ( Link )

    how v can apply these formulas please do smthng in that matter

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  6. anitha1505 saidSat, 20 Dec 2008 09:53:13 -0000 ( Link )

    nice introduction for vedic maths, eagerly waiting for vedic maths techniques

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  7. Balaji Hariharan saidThu, 15 Jan 2009 18:04:59 -0000 ( Link )

    Hey Hi, I cud not able to c any lessons over here can any one PM the right Link for Vedic maths

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  8. jss_gkk saidMon, 19 Jan 2009 09:17:01 -0000 ( Link )

    The presentstion does not explain the methods of solving the problems

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  9. imtiaz saidTue, 20 Jan 2009 10:41:23 -0000 ( Link )

    plz give example related to sutras and exercises

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  10. Sureshbala saidSat, 07 Feb 2009 19:39:26 -0000 ( Link )

    Dear friends, very soon we will come up with a series of lessons on Vedic Math concepts. Just give us some time to make it up….

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  11. akash_dce saidSun, 08 Mar 2009 11:56:51 -0000 ( Link )

    wat was that; no actual vedic only some unusful tips

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  12. drvipul saidTue, 17 Mar 2009 19:36:07 -0000 ( Link )

    frens u can use book – vedic mathematics by Jagadguru Swami Sri Bharti Krisna Tirath Ji maharaj.. somewhat useful ….. all the above sutras and their applications are given in it. I wud appreciate some more references…

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  13. sugat123 saidFri, 20 Mar 2009 18:49:33 -0000 ( Link )

    one example :

    numbers closer to 100

    98×99

    Take the base as 100

    98-2 : 2 is the deficiency from the base 99-1 : 1 is the deficiency from the base

    we need now LHS and RHS

    To find LHS : cross subtract (98-1) or (99-2), both yield same results i.e. 97.

    For RHS : multiply the deficiency 2×1 =2, but, since 100 is base take 02.

    LHS : 97 RHS 02 Answer : 9702.

    Notes: 1) The squares of number close to hundred is just a special case of above treatment. 2) For numbers above 100, take same base , use same method, but this time add the extra number e.g. 105 , 105+5.

    3) For 98×108, the method is slightly different.

    These methods can be found in the book mentioned above.

    Caution: Vedic Mathematics is just a method to solve numbers quickly. It’s not actual mathematics, but more like a magic show – the results are fascinating, but no significance exist in mathematics. Calculations are only rudimentary part of mathematics, not the whole mathematics.

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  14. aasthamalhotra1 saidFri, 12 Jun 2009 07:50:03 -0000 ( Link )

    um whrs the link to the examples ..???

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  15. chandra_avinash saidSun, 21 Jun 2009 20:27:40 -0000 ( Link )

    hi astha,

    which examples are you talking about?

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