If P n denotes the products of the coefficients of in the expansion of (1+x)^n , then P n+1 / P n =?? a)n+1/n b)n^n/n! c)(n+1)^n/(n+1)! d) (n+1)^n+1/(n+1)!

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Arun · Answer

Dear Meghendra I am getting my answer as (n+1)^n+1 / (n+1)! Hope it helps Regards Arun (askIITians forum expert)

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ADNAN MUHAMMED

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If P n denotes the products of the coefficients of in the expansion of (1+x)^n , then P n+1 / P n =?? a)n+1/n b)n^n/n! c)(n+1)^n/(n+1)! d) (n+1)^n+1/(n+1)!

If P_n denotes the products of the coefficients of in the expansion of (1+x)^n , then P_n+1/ P_n=??
a)n+1/n
b)n^n/n!
c)(n+1)^n/(n+1)!
d)(n+1)^n+1/(n+1)!

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If P n denotes the products of the coefficients of in the expansion of (1+x)^n , then P n+1 / P n =?? a)n+1/n b)n^n/n! c)(n+1)^n/(n+1)! d) (n+1)^n+1/(n+1)!

If Pn denotes the products of the coefficients of in the expansion of (1+x)^n , then Pn+1/ Pn =??a)n+1/nb)n^n/n!c)(n+1)^n/(n+1)!d)(n+1)^n+1/(n+1)!

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If P_n denotes the products of the coefficients of in the expansion of (1+x)^n , then P_n+1/ P_n=??
a)n+1/n
b)n^n/n!
c)(n+1)^n/(n+1)!
d)(n+1)^n+1/(n+1)!