Let be a cubic polynomial such that .
Then find the product of roots of the equation below.
Let be a function from the integers to the real numbers such that
What is the maximum number of distinct values of ?
Let be a polynomial. It is known that for all ,
If and , find .
Given a function for which holds for all real , what is the largest number of different values that can appear in the list
The functions and are defined such that
The composite function is