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ATTENTION !  May be best viewed by  INTERNET EXPLORER 5.0 or HIGHER
THEOREM    OF    EL'CEBBAR   STATES   THAT ;

The    function  Cebbar(a,b,n) = (a+b)n
(where     a   ,   b    are      any     integers  , n  being  a  positive  integer) ,
 Cebbar(a,b,n)   is  described  as  below.

El'cebbar  is  a  new  and  different  form  of  the  famous  Binomial  theorem.

  Binomial coefficient  C(x,y)  is given by --->    
 
     Is  always  an  integer  between   r=1 ,  floor(n/2) and  called  the
coefficient  of  El'cebbar   ----> 

Please click   here  to see the related Mathematica program

Here are some numerical examples below ;
Please compare them with normal Binomial opening .
You'll  see  that  this  form  (El'cebbar form)  is much
more compact  and  practical.









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