Let the speed of still water be y and that of the boat be x.
During the downstream journey let the boat covers a distanced d. The distance d is covered in 60 minutes=1 hours. Therefore
Let during the upward journey the boat meet the raft at time t. Then the distance covered by boat in the upward journey is
During total time (1+t) raft travels a distance of 6 Km
Therefore
Equating LHS of (2) and (4)
Therefore from (3)
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