Got myself some dodgey questions to get through and Im bit clouded in what to do since the book did not help...
Find the real and imaginary parts of (1 + i)^35
Find all complex solutions to the equation (z + 1)^4 = 16z^4
Find the complex logarithm of [sqrt]3 + i, find a complex number z=a+bi (where a and b are real), such that e^z = [sqrt]3 +i
Any help is appreciated