In the complex plane, let (z = 2 + 3i\). Find the polar form of ( z ) and express it in the form $re^{i\((z = 2 + 3i). Find the polar form of ( z ) and express it in the form \theta}), where ( r ) is the magnitude and \(\theta\(), where ( r ) is the magnitude and ($ is the argument.

Question

Accepted Answer

$\sqrt{13}e^{i\arc\tan\left \frac{3}{2}\right}$

Post Utme Noun 2024 Mathematics Question 6

In the complex plane, let (z = 2 + 3i\). Find the polar form of ( z ) and express it in the form \(re^{i\\((z = 2 + 3i). Find the polar form of ( z ) and express it in the form \theta}), where ( r ) is the magnitude and \(\theta\\(), where ( r ) is the magnitude and (\) is the argument.

Answer Options

About This Question

Master the Exam!