Let Reshma, Salma and Mandip be represented by R, S and M respectively.
Draw OL ⊥ RS,
OL2 = OR2 – RL2
OL2 = 52 – 32 [RL = 3 m, because OL ⊥ RS]
= 25 – 9 = 16
OL = 16 = 4

Now, area of triangle ORS = 1/ 2 × KR × 05
= 1/ 2 × KR × 05
Also, area of ∆ORS = 1/ 2 × RS × OL = 1/ 2 × 6 × 4 = 12 m2
⇒ 1/ 2 × KR × 5 = 12
⇒ KR = 12x 2/ 5 =24/ 5 = 4.8 m
⇒ RM = 2KR
⇒ RM = 2 × 4.8 = 9.6 m
Hence, distance between Reshma and Mandip is 9.6 m Ans.