Math, asked by vijaylingesh, 2 months ago

explain the branches and properties of log z

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Answered by Sriniwas172

Answer:

LOGITECH ☆☆☆☆☆☆☆☆☆☆☆☆

Answered by Anonymous

Answer:

A branch of log z is a continuous function L(z) defined on a connected open subset U of the complex plane such that L(z) is a logarithm of z for each z in U. obtained by removing 0 and all negative real numbers from the complex plane.

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explain the branches and properties of log z​

Answers

explain the branches and properties of log z