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Hide Explanation. Let the speed of the boat in still water is �x� km/hr & that of the stream is �y� km/hr. Then, ATQ (x+y)/y = 9/1. 9y = x + y. x = 8y. y = 3 km/hr. So, x = 24 km/hr. Upstream speed = = 21 km/hr. Hence, distance travelled upstream in 5 hours = 21*5 = km. Let speed of the steamer in still water = x km/h Speed of the steamer in downstream = x +2 Speed of the steamer in upstream = x � 2 So time = Distance / speed Distance = speed x time D = (x +2) 4 D = (x � 2) 5 As the distance between the port is same. 4(x +2) = 5(x -2) 4x + 8 = 5x x = X = 18 Speed of the the steamer in still water = 18 m/h. Downstream speed = 40/5 = 8 km/hr Upstream speed = 40/10 = 4 km/hr So speed of stream = 1/2* () A boat goes 4 km against the current of the stream in 1 .
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