1.Let zzz be a complex number such that ∣z+2∣=1|z + 2| = 1∣z+2∣=1 and Im(z)=12\mathrm{Im}(z) = \dfrac{1}{2}Im(z)=21. Then the value of ∣Re(z+2)∣|\mathrm{Re}(z + 2)|∣Re(z+2)∣ is:a.26\dfrac{2}{\sqrt{6}}62b.24\dfrac{\sqrt{2}}{4}42c.1+61 + \sqrt{6}1+6d.6\sqrt{6}6Login to continueOnly logged in users canattempt or see the solution.
