If z = a + ib where a and b are less than zero. Conjugate of z lies on which quadrant in Argand plane.

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III

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Solution

The correct option is B
II

z = a + ib (-, -)

Where a < 0, b < 0

z will lie in third quadrant.

So, conjugate of z = a - ib (-, +)

Since, a and b are less than zero. Negative of 'b' becomes positive.

In conjugate of z (-, +) a<0 and b>0

conjugate of z lies in II quadrant.

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If z = a + ib where a and b are less than zero. Conjugate of z lies on which quadrant in Argand plane.

z = a + i b

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