Medium· Distance and angle between lines· +4 / −1The distance between the two points AAA and A′A'A′ which lie on y=2y=2y=2 such that both the line segments ABABAB and A′BA'BA′B (where BBB is the point (2,3)(2,3)(2,3)) subtend angle π4\dfrac{\pi}{4}4π at the origin, is equal to :A101010B485\dfrac{48}{5}548C525\dfrac{52}{5}552D333Check answerJust show me the answer