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Komplexní číslo v rovnici
Urči v \mathbb{C} komplexní číslo z tak, aby platila rovnice:
\large 2z = \bar{z}+3-9\text{i}
\large z=a-b\text{\large i}
\large z = 3+9\text{i}
\large z=a-b\text{\large i}
\large z = 3-3\text{i}
\large z=a+b\text{\large i}
\large z = 3+3\text{i}
\large z=a-b\text{\large i}
\large z = -3-3\text{i}