(A) (vo)Show that the integral part in each of the following is even. `n in N` `(5sqrt5 +11)^(2n+1)`

Show that the integral part in each of the following is odd.n in N(5+2sqrt(6))^(n)

Show that the integral part in each of the following is even. n in N . (i) (3 sqrt(3)+5)^(2n+1) (ii) (5sqrt(5)+11)^(2n+1)

Show that the integral part in each of the following is odd. n in N . (i) (5+2sqrt(6))^(n) (ii) (8+3 sqrt(7))^(n) (iii) (6+sqrt(35))^(n)

Show that the integral part of (5 sqrt(5) + 11)^(2n +1) is even where n in N .

Show that the integral part of (5 sqrt(5) + 11)^(2n +1) is even where n in N .

Show that the integral part of (5 sqrt(5) + 11)^(2n +1) is even where n in N .

Show that the integral part of the value of (9+4sqrt5)^n is odd for positive integer .

Show that the integral part of (5+2sqrt(6))^(n) is odd n is a positive integer .

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: The integral part p of (sqrt(3)+1)^(2n) is (A) an even number for al n epsilon N (B) an odd number for all nepsilon N (C) anodd or even number according as n is odd or even (D) an even or odd nuber according as n is odd or even

Show that the integral part of (5 + 2 sqrt(6))^(n) is odd where n is natural number