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JEE MATHEMATICS MCQ: COMPLEX NUMBERS

1 Easy
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Application +4 | -1
If zz is a complex number such that −π/2≤-\pi / 2 \leq arg⁡z≤π/2\arg z \leq \pi / 2, then which of the following inequality is true.
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Correct option: A
∣z−zˉ∣≤∣z∣∣arg⁡(z)−arg⁡(zˉ)∣|z-\bar{z}| \leq|z||\arg (z)-\arg (\bar{z})|
Option A (∣z−zˉ∣≤∣z∣∣arg⁡(z)−arg⁡(zˉ)∣|z-\bar{z}| \leq |z||\arg (z)-\arg (\bar{z})|) is correct because it follows from the geometric interpretation of complex numbers and their arguments.

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