For the complex number i and an interger x, which of the following is a possible value of `i^(x)`?

For all real number x and the imaginary number i, which of the following expressions is equivalent to (x - 3i)^(3) ?

For x in R , find all possible values of (i)|x-4|-6

Find the complex number z=e^(i(pi)) in the form x+iy .

IF (i^(413))(i^x)=1 , then what is one possible value of x?

For every pair of natural number n and m, to which of the following sets must n + m belong? I. The natural numbers II. The intergers III. The rational numbers IV. The real numbers V. The complex numbers

For i=sqrt(-1) , which of the following complex number is equivalent to (10i+4i^2)-(7-3i) ?

If sqrt(a+i b)=x+i y , then a possible value of sqrt(a-i b) is

The complex numbers z = x + iy which satisfy the equation |(z-5i)/(z+5i)|=1 , lie on

If (i ^413)(i ^x )=1 , then determine the one possible value of x.

Which of the following complex numbers is equivalent to (3+i)/(4-7i) ?