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Let \(z\) be a complex number such that the principal value of argument, \(\arg z>0\). Then \(\arg z-\arg (-z)\) is
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Dec 11, 2021
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Dec 27, 2021
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Let \(z\) be a complex number such that the principal value of argument, \(\arg z>0\). Then \(\arg z-\arg (-z)\) is
(A) \(\frac{\pi}{2}\)
(B) \(\pm \pi\)
(C) \(\pi\)
(D) \(-\pi\)
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Dec 27, 2021
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Ans: (C)
Hint : \(\arg (z)-\arg (-z)=\arg \left(\frac{z}{-z}\right)=\arg (-1)=\pi\)
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