" The fractional part of "2^(4n)/15" is "(n in N)

Integral part of (7 + 4sqrt3)^n is (n in N)

If {x} denotes the fractional part of x, then {(3^(2n))/8},n in N , is

If {x} denotes the fractional part of x, then {(3^(2n))/8},n in N , is

Let I_n=int_(-n)^n({x+1}*{x^2+2}+{x^2+3}{x^2+4})dx , where { } denote the fractional part of x. Find I_1.

Let I_n=int_(-n)^n({x+1}*{x^2+2}+{x^2+2}{x^3+4})dx , where {*} denotet the fractional part of x. Find I_1.

Integral part of 7 + 4sqrt3)^n is (n in N)

Evaluate: (int0n[x]dx)/(int0n{x}dx)(w h e r e[x]a n d{x} are integral and fractional parts of xa n dn in N)dot

Evaluate: (int0n[x]dx)/(int0n{x}dx)(w h e r e[x]a n d{x} are integral and fractional parts of xa n dn in N)dot

If {x} denotes the fractional part of x then 30xx{(4^(2n))/(15)},n is equal to