Řešení rovnice v komplexních číslech
Řeš v \mathbb{C} rovnici:
\large \Large \frac{x-2}{x}\large -\Large \frac{x-1}{3}\large = \Large \frac{1}{3x}\large
\large K = \left \{2-\text{i}\sqrt {3};2+\text{i}\sqrt {3}\right \}
\large K = \left \{2+\text{i}\sqrt {3};2-\text{i}\sqrt {3}\right \}
\large K = \left \{2-\text{i}\sqrt {2};2+\text{i}\sqrt {2}\right \}
\large K = \left \{2-\text{i}\sqrt {5};2+\text{i}\sqrt {5}\right \}