Rahman is a boatman. He can row a boat at the speed of 5 km/hr upstream and 15 km/hr downstream. Find the speed of the stream.


A

5 km/hr


B

8 km/hr


C

6 km/hr


D

4 km/hr

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Question: Rahman is a boatman. He can row a boat at the speed of 5 km/hr upstream and 15 km/hr downstream. Find the speed of the stream.


Solution:

Let’s denote:

B as Speed of the boat in still water (km/h)

S as Speed of the stream (km/h)


Speed of the boat upstream is the speed of the boat in still water minus the speed of the stream:

B - S = 5 km/hr -------- (1)


Speed of the boat downstream is the speed of the boat in still water plus the speed of the stream:

B + S = 15 km/hr -------- (2)


(1) + (2)

B - S = 5

B + S = 15

2B = 20

∴ B = 10 km/hr


Putting the value of B in (2)

∴ S = (15 - 10) km/hr = 5 km/hr


∴ The speed of the stream is 5 km/hr

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Updated: 6 hours ago

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