Hi folks
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
And
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