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(Solved): If \( z_{1}=5 e^{j 50^{\circ}} \) and \( z_{2}=2 e^{j 23^{\circ}} \), find \( \left|z_{1} / z_{2}\ ...



If \( z_{1}=5 e^{j 50^{\circ}} \) and \( z_{2}=2 e^{j 23^{\circ}} \), find \( \left|z_{1} / z_{2}\right| \).
Question 2
If \(

If \( z_{1}=5 e^{j 50^{\circ}} \) and \( z_{2}=2 e^{j 23^{\circ}} \), find \( \left|z_{1} / z_{2}\right| \). Question 2 If \( z_{1}=2 e^{j 155^{\circ}} \) and \( z_{2}=10 e^{j 171^{\circ}} \), find \( \angle\left(z_{1}+z_{2}\right) \). Provide your answer in degrees such that \( -180^{\circ}< \) angle \( \leq 180^{\circ} \) Question 3 If \( z_{1}=-4+\mathrm{j} 1 \) and \( z_{2}=4+\mathrm{j}-6 \), find \( \left|z_{1} * z_{2}\right| \).


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