Mathegoras

Complex numbers › Complex arithmetic › Dividing complex numbers

Derivative of a complex power

University · ●●●○○ 50 pts

Let f(z)f(z) denote the principal branch of z1+iz^{1+i}. Find f′(i)f'(i). Write f′(i)=a+bif'(i)=a+bi and find aa and bb. Round each to four decimal places.

Sign in to save your progress.

power rule