If the roots of are and what is
Consider the quadratic equation with roots and , and whose coefficients are distinct, non-zero real numbers in arithmetic progression.
If form a geometric progression, find
Let for some positive integers and If the roots of are distinct positive integers, what is the value of
Let be the real roots of the cubic equation
and let . If , where and are positive coprime integers, what is the value of ?
This problem is posed by Russelle G.
Consider the equation If the product of two of the four roots of the equation is , then find the value of .