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  squarig a large number   2 Nickels awarded!
Tagged with:    [Post New]posted on 29 Jun 2007 23:39:54 IST    
Intended for use when base is a large number

x^2 = (x/[exponent])*(x+x), when x is even

x^2 = x * (x+1) - x, when x is odd

576^2= (576/2) *(576+576) = 288 * (1152) = 331776
576^2 = 331776

573^2 = 573 * (573+1) - 573 = 573 * 574 - 573
3238902 - 573
= 328329
573^2 = 328329


plzzz rate me if you found it useful.
it is taken from:http://library.thinkquest.org/20991/gather/formula/data/136.html

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kishan12 (309)

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Ekns_07 is offline comment by Ekns_07    (posted on 30 Jun 2007 07:26:56 IST)
Sorry to say buddy..i think dat calculatin 576*576 is faster dan calculatin 573*574-573...dont u think so???
chiragddh
chiragddh is offline comment by chiragddh    (posted on 30 Jun 2007 11:25:49 IST)
I dont think the formulae are useful since they are just interpretations of the main formulae. !!!!!!!!!!!!!!!!!!!!!!
Ekns_07 is actually right. !!!!!!!!!!!!!!!
aamil4u
aamil4u is offline comment by aamil4u    (posted on 30 Jun 2007 14:52:33 IST)
I agree with Ekns_07 and chiragddh
It IS easier to calculate those squares..using the conventional methods
But kudos to you for trying hard and getting a new method that cud be useful for higher order numbers...good job
kishan12
kishan12 is offline comment by kishan12    (posted on 1 Jul 2007 00:03:20 IST)
sorry guys for posting such a stupid article .i was almost a sleep when posted this thing. i realized afterwards about my foolishness
please bare with this thing and i donot know how to remove this crap
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