If the square of and the square root of are equal to each other, but not equal to , then what is the value of ?
Let be a complex number where and are integers. Find the area of the rectangle whose vertices are the roots of the equation
Details: and .
How many complex numbers are the conjugate of their own cube?
The complex numbers and satisfy and .
Find the only possible integer value of .
Find the value of satisfying the above equation for .