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If z be a complex number satisfying

Question:

If $z$ be a complex number satisfying $|\operatorname{Re}(z)|+|\operatorname{Im}(z)|=4$, then $|z|$ cannot be

  1. $\sqrt{\frac{17}{2}}$

  2. $\sqrt{10}$

  3. $\sqrt{8}$

  4. $\sqrt{7}$


Correct Option: , 4

Solution:

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