1.

Calculate the argument of 2016-2016i

Answer»

theta= arctan(b/a)

Inthis case,arg(z)=arctan(−20162016)=arctan(−1)=−π4arg⁡(z)=arctan⁡(−20162016)=arctan⁡(−1)=−π/4

asθ is in the fourth quardant



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