Задание

Выберите пары равных комплексных чисел.

\(z_1=3-2i,\) \(z_2=-2i+\sqrt{9}\)

\(z_1=0,5i+2\sqrt{2},\) \(z_2=\dfrac{2i}{6,2-2\dfrac{1}{5}}+\sqrt{8},\)

\(z_1=i\sqrt{12-9}+\sqrt[3]{27},\) \(z_2=\sqrt[4]{81}+\sqrt[6]{27}i,\)

\(z_1=3-2i,\) \(z_2=2i-3,\)

\(z_1=\dfrac{1}{2}+\sqrt{8}i,\) \(z_2=-0,5+2\sqrt{2}i,\)

\(z_1=\sqrt[3]{27}+3i,\) \(z_2=3+\sqrt[3]{27}i,\)

\(z_1=0,5i+2\sqrt{2},\) \(z_2=2\sqrt{2}i+0,5,\)