Let z = x + iy and |z| = equal to Options: 1) 2-1 2) 4-22...

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Let z = x + iy and |z| = equal to Options: 1) √2-1 2) 4-2√2 3) |z|√2- |z| 4) |z|√2-1 x² + y² then difference of maximum and minimum value of (x) + ly) is Let z = x + iy and |z| = equal to Options: 1) √2-1 2) 4-2√2 3) |z|√2- |z| 4) |z|√2-1 x² + y² then difference of maximum and minimum value of (x) + ly) is

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