JEE Main 202628 Jan, Evening shiftMathematicsEasyComplex Numbers and Quadratic Equations264× since 2002Let A={z∈C:∣z−2∣≤4}A = \{z \in \mathbb{C} : |z-2| \le 4\}A={z∈C:∣z−2∣≤4} and B={z∈C:∣z−2∣+∣z+2∣=5}B = \{z \in \mathbb{C} : |z-2| + |z+2| = 5\}B={z∈C:∣z−2∣+∣z+2∣=5}. Then the max{∣z1−z2∣:z1∈A and z2∈B}\max\{|z_1 - z_2| : z_1 \in A \text{ and } z_2 \in B\}max{∣z1−z2∣:z1∈A and z2∈B} is :AOption A. 999BOption B. 152\frac{15}{2}215COption C. 172\frac{17}{2}217DOption D. 888CheckSkip · show solution
