1.Let Z is complex satisfying the equation z2−(3+i)z+m+2i=0z^2 - (3 + i)z + m + 2i = 0z2−(3+i)z+m+2i=0, where m∈Rm \in \mathbb{R}m∈R. Suppose the equation has a real root. The additive inverse of non real root, isa.1−i1 - i1−ib.1+i1 + i1+ic.−1−i-1 - i−1−id.−2-2−2Login to continueOnly logged in users canattempt or see the solution.
