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Question

A man can row  `9 1/3` kmph in still water and finds hat it takes him thrice as  much time to row up than as to row down the same distance in the river . The speed of the current is :


Options:
A .  `3 1/3` km/hr
B .  `3 1/9` km/hr
C .  `4 2/3` km/hr
D .  `4 1/2` km/hr
Answer: Option C

Let speed upstream be `x` kmph . Then speed downstream = 3`x` kmph

Speed in sill water = `1/2 (3x + x)` kmph = 2`x` kmph

`:.`     `2x = 28/3      rArr   x = 14/3`.

So speed upstream = `14/3` km/hr;

Speed downstream  =  14 km/hr

Hence , speed of the current = `1/2 (14 - 14/3)` km/hr

=`14/3` km/hr = `4 2/3` km/hr



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