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The least value of |z| where z is complex number which satisfies the inequality

exp \(\bigg(\frac{(|z|+3)(|z|-1)}{\big||z|+1 \big|}log_{e^2}\bigg)\) \(\geq log_\sqrt{2}\big|5\sqrt{7}+9i \big|,\)

\(i=\sqrt{-1},\) is equal to:

(1) 3

(2) \(\sqrt{5}\)

(3) 2

(4) 8

in COMPLEX NUMBERS AND QUADRATIC EQUATIONS by Expert (11.5k points) | 42 views

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