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  Easy way to find powers of (x+1)   Awaiting Review for Nickels
Tagged with:    [Post New]posted on 28 Jan 2008 00:09:03 IST    
Hi friends, I thought that you all must know an easy way to find powers of (x+1) and similar terms. This method is known as Pascals Triangle
It works in this way..........
 
                       1                                           
                  1        1
             1        2       1                 (x+1)^2      i.e  x^2+2x+1
         1        3       3         1          (x+1)^3      i.e  x^3+3x^2+3x+1
      1      4        6        4       1      (x+1)^4     i.e  x^4+4x^3+6x^2+4x+1.
  1      5     10      10        5     1    (x+1)^5     i.e   x^5+5x^4+10x^3+10x^2+5x+1
 
and so on..........
Just put the power of x in decreasing order of their powers and put + sign between them.
and further you can find the powers of such terms.
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About the Author:
navin_m29 (151)

Cool goIITian

Olaaa!! Perrrfect answer. 25  [38 rates]

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navin_m29
navin_m29 is offline comment by navin_m29    (posted on 28 Jan 2008 00:10:04 IST)
Please rate if you like this
punnima
punnima is offline comment by punnima    (posted on 28 Jan 2008 08:06:46 IST)
gud 1...put more like this whenever u come across with the same
sti
sti is offline comment by sti    (posted on 28 Jan 2008 16:17:21 IST)
good job
bhartibhanushali is offline comment by bhartibhanushali    (posted on 28 Jan 2008 16:21:20 IST)
good work
navin_m29
navin_m29 is offline comment by navin_m29    (posted on 25 Feb 2008 01:38:04 IST)
Thanks yaaron!!!!!!!!!!!!!!!!!!!!!!!!!!
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