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Re: A boat can cover a certain distance of 180 km and come back in 12.5 ho [#permalink]
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Solution – Using Equation



Given
In this question, we are given that
    • A boat can cover a certain distance of 180 km and come back in 12.5 hours
    • The ratio of speed of boat in still water to speed of stream is 5:1

To find
We need to determine
    • The speed of the boat in still water (in kmph)

Approach and Working out
If we assume the speed of stream as V, then speed of boat in still water is 5V

Hence, we can write
    • 180/(5V + V) + 180/(5V – V) = 12.5
    Or, 180/6V + 180/4V = 12.5
    Simplifying, we get V = 6

Hence, speed of the boat in still water = 5V = 5 x 6 kmph = 30 kmph

Thus, option C is the correct answer.

Correct Answer: Option C
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Re: A boat can cover a certain distance of 180 km and come back in 12.5 ho [#permalink]
TheNightKing wrote:
A boat can cover a certain distance of 180 km and come back in 12.5 hours. If the ratio of speed of boat in still water to speed of stream is 5:1, then find out the speed of boat in still water (in km/h)?
(a) 25 km/h
(b) 28 km/h
(c) 30 km/h
(d) 26 km/h
(e) 32 km/h


total speed ;
180/(6x)+180/(4x)= 12/5
x = 6 hrs
speed still water ; 5x; 5*6 ; 30 kmph
IMO C
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Re: A boat can cover a certain distance of 180 km and come back in 12.5 ho [#permalink]
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