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Still water: The speed of water in the river is zero
Stream water: The water in the river is flowing or moving.
Speed of Boat and Stream:
Assume the man’s rate of rowing in still water = x km/hr
Speed of stream = y km/hr
(a) Down stream rate = (x + y) km/hr
(i.e.) Direction of rowing and direction of flow is same.
(b) Up stream rate = (x – y) km/hr
(i.e.) direction of rowing and direction of stream are opposite.
 
Speed of still water and stream
Assume, speed downstream = a km/hr
Speed upstream = b km/hr
Then, speed in still water =
1
2
 (a + b) km/hr
Rate of stream =
1
2
 (a - b) km/hr