Mathematics, 13.09.2020 14:01 Kira4585

Let r>0 -π<θ<π be real. Calculate all the values of $Re( \frac{ln(z)}{z})$

where $z=r(cos(\theta)+sin(\theta))$ .

Answers: 3

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Let r>0 -π<θ<π be real. Calculate all the values of where .

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Another question on Mathematics

Let r>0 -π<θ<π be real. Calculate all the values of $Re( \frac{ln(z)}{z})$

where $z=r(cos(\theta)+sin(\theta))$ .