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Question Number 28620 by abdo imad last updated on 28/Jan/18
calculate  Σ_(n=p) ^(+∞)    C_(n ) ^p x^n .
calculaten=p+Cnpxn.
Commented by Tinkutara last updated on 28/Jan/18
How can n>p becasuce it is used in  ^p C_n ?
Howcann>pbecasuceitisusedinpCn?
Commented by abdo imad last updated on 28/Jan/18
Σ_(n=p) ^∝  C_n ^p  x^n =  C_p ^p   x^p   + C_(p+1) ^p  x^(p+1)  +...
n=pCnpxn=Cppxp+Cp+1pxp+1+
Commented by Tinkutara last updated on 28/Jan/18
But what is^p C_(p+1) ? Is it combination?  Because if we write^n C_r  it means  r≤n.
ButwhatispCp+1?Isitcombination?BecauseifwewritenCritmeansrn.
Commented by abdo imad last updated on 28/Jan/18
for us we use  C_n ^p  = ((n!)/(p!(n−p)!)) for p≤n  it s only a notation  of combination..
forusweuseCnp=n!p!(np)!forpnitsonlyanotationofcombination..

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