Urči algebraický tvar komplexního čísla:
\large z_1 = \cos {\Large \frac{\pi}{3}\large }+\text{i}\sin {\Large \frac{\pi}{3}\large }
\large z=a+bi
\large z_1 = \Large \frac{1}{4}\large +\Large \frac{\sqrt {2}}{4}\large i
\large z_1 = \Large \frac{1}{2}\large +\Large \frac{\sqrt {3}}{2}\large i
\large z_1 = \Large \frac{1}{3}\large +\Large \frac{\sqrt {3}}{3}\large i
\large z_1 = \Large \frac{2}{3}\large +\Large \frac{\sqrt {2}}{2}\large i
Pro převedení zadaného komplexního čísla stačí pouze určit hodnoty sinu a kosinu.