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Let R=(5sqrt5+11)^31=1+f , where I is ...

Let `R=(5sqrt5+11)^31=1+f` , where I is an integer and `f` is the fractional part of R, then R `f` is equal to

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Consider the binomial expansion of R = (1 + 2x )^(n) = I + f , where I is the integral part of R and f is the fractional part of R , n in N . Also , the sum of coefficient of R is 2187. The value of (n+ Rf ) "for x" = (1)/(sqrt(2)) is