Let `(5 + 2sqrt6)^n= p+ f`, where `n in N and p in N and 0

If (5 + 2 sqrt(6))^(n) = I + f , where I in N, n in N and 0 le f le 1, then I equals

If (5 + 2 sqrt(6))^(n) = I + f , where I in N, n in N and 0 le f le 1, then I equals

Let ( 5 + 2 sqrt(6))^(n) = I + f , where n, I in N and 0 lt f lt 1 , then the value of f^(2) - f + I * f - I . Is

Let ( 5 + 2 sqrt(6))^(n) = I + f , where n, I in N and 0 lt f lt 1 , then prove that the value of I=1/(1-f)-f .

If (5+2sqrt(6))^(n)=m+f, where n and m are positive integers and 0<=f<=1, then (1)/(1-f)-f is equal to

If (3sqrt(3)+5)^(n)=p+f. where p is an integer and f is a proper fraction.then find the value of (3sqrt(3)-5)^(n),n in,N, is

If (3sqrt(3)+5)^n=p+f. where p is an integer and f is a proper fraction. then find the value of (3sqrt3-5)^n,nin,N, is

If in a positive integer such that If a number a=p+f whre p is an integer and 0ltflt1 . Here p is called the integral part of a and f its fractional part. Let n in N and (sqrt(3)+1)^(2n)=p+f , where p is the integral part and 0ltflt1 . On the basis of bove informationi answer teh following question: f^2+(p-1)f+4^n= (A) p (B) -p (C) 2p (D) -2p

If (3sqrt(3)+5)^(2n+1)=p+f , where p is an integer and f is a proper fraction, then f(p+f) equals: