If , what is the sum of all real values satisfying ?
Consider the polynomial If leaves a remainder of upon division by where and are constants, what is the value of
If the remainder that polynomial leaves upon division by is , what is the value of constant ?
is a degree 4 polynomial satisfying for integers 1 to 5. If , where and are coprime positive integers. What is the value of ?
Find the sum of the values among that are roots of the polynomial