Solution:
It is given that the polynomial satisfies the relation
is a root of and
is a factor of
Let Then,
Now,
where denotes the
fractional part function
Let be a polynomial satisfying Then, is equal to (Here denotes the greatest integer function)
It is given that the polynomial satisfies the relation
is a root of and
is a factor of
Let Then,
Now,
where denotes the
fractional part function