If a complex number lies in the third quadrant , then its conjugate lies in the ----

$(a)\;First\;quadrant\qquad(b)\;Second\;quadrant\qquad(c)\;Third\;quadrant\qquad(d)\;Fourth\;quadrant$

Explanation :
Conjugate of a complex number is the image of the complex number about the x - axis . Therefore , if a number lies in a third quadrant . Then its image lies in the second quadrant .