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| shashivarungupta |
 Posted: Fri Jul 01, 2011 7:31 am Post subject: Learning easy over Internet |
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Grand Master
Joined: 24 Feb 2009
Posts: 1343
Location: Floating in space on a round rock.
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Happy Friday... to all of you...
By the presence of Internet things can be moved so fast from one end to another with the helping technologies (including our WMQ/MB World).
Making long story short...
I never knew such techniques for multiplication that I just found 
Link1 AND Link2
Good Ones. 
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*Life will beat you down, you need to decide to fight back or leave it. |
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| mqjeff |
| Posted: Fri Jul 01, 2011 7:43 am Post subject: |
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Grand Master
Joined: 25 Jun 2008
Posts: 17447
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The second method is a bit more interesting to me, but it's not entirely clear what the rules are for dividing into groups...
It seems to be based on the corresponding edge. |
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| shashivarungupta |
| Posted: Fri Jul 01, 2011 8:44 am Post subject: |
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Grand Master
Joined: 24 Feb 2009
Posts: 1343
Location: Floating in space on a round rock.
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One thing is common that while adding the nos. they move from right side to left side. (in case of 'borrow' digit)
It works, interestingly. To test that, I tried on multiple digits nos. for multiplications.
I'm pleased to share it.
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| Mehrdad |
| Posted: Fri Jul 01, 2011 1:47 pm Post subject: |
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| gbaddeley |
| Posted: Sun Jul 03, 2011 4:19 pm Post subject: Re: Learning easy over Internet |
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Jedi Knight
Joined: 25 Mar 2003
Posts: 2538
Location: Melbourne, Australia
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| shashivarungupta wrote: |
Happy Friday... to all of you...
By the presence of Internet things can be moved so fast from one end to another with the helping technologies (including our WMQ/MB World).
Making long story short...
I never knew such techniques for multiplication that I just found
Link1 AND Link2
Good Ones. |
The first method is like Napiers Bones ( http://en.wikipedia.org/wiki/Napier%27s_bones ) published in 1617 and based on Arabic mathematics.
The second method becomes very tedious when the equations contain digits greater than 3 !
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Glenn |
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| shashivarungupta |
| Posted: Sun Jul 03, 2011 11:25 pm Post subject: |
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Grand Master
Joined: 24 Feb 2009
Posts: 1343
Location: Floating in space on a round rock.
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| gbaddeley wrote: |
| The second method becomes very tedious when the equations contain digits greater than 3 ! |
I personally take these methods as a substitute method of multiplication ( occasionally preferred for fewer scenarios only, smaller number but feasible large digits e.g. 23432 x 123 ) .
Thanks for sharing another link to look at 
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