Mera bhi ek binomial (its easy)

ya really very easy

(1+x)^n=C_0+c_1x+C_2x^2+....
inegrating wrt x, limits 0 to 2

\int_{0}^{2}(1+x)^n=\int_{0}^{2}[C_0+c_1x+C_2x^2+....]

u will get teh ans

@eureka.

what about the binomial coefficients.
in your expression they are ⁿC_r
but in the question something totally different.

maybe something in hidden layers i cannot see. so just elaborate a bit in that case ?.

@ philip....
how can index of expansion change ????

teh coeff in ques are 2.C₀1+ 2².C₁2+..
and not ²C₀1+ ²²C₁2+..
[1]

No dude, its its the latter case!!
I think I had it written clearly.[7]

It cant be the latter case.....how can the index change ????

though i will be glad if u porve me wrong.. and show up ur soln

But that is the question...
(or there must be a misprint??)

Bhai eureka, I said that I found fault in my solution...u want the wrong proof?? I can give you that...
But not here(Apni public insult nahi karani!!!)[14]

kkkkkkkkk

no prob dude.....maybe ididnt get ur point....
anyways ur prob solved now.thats the best thing[1]