Latest TCS Aptitude Question SOLUTION: A man can row downstream at the rate of 36 meters per second and upstream at the rate of 5 kmph. Find the speed of current. option (a) 2.8 kmph (b) 3 kmph (c) 2.5 kmph (e) No

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(#M40021472) TCS question Keep an EYE

A man can row downstream at the rate of 36 meters per second and upstream at the rate of 5 kmph. Find the speed of current.
option
(a) 2.8 kmph
(b) 3 kmph
(c) 2.5 kmph
(e) None of these

Asked In TCS kanchan (11 years ago)

Unsolved Read Solution (5)

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AQIB JALLAL  (11 years ago)

if the question is ok.
Then speed of in upstream is 129.6kmph.
now let speed of man=x and streem=y.
therefore, x+y=129.6(equn 1) for upstream and x-y=5(equn 2) for down stream.
now from equn 2 x=5+y.
put x in equn 1 2y=124.6
y=62.3kmph. which is the speed of current.
so option (e) is correct.

Is this solution Helpfull? Yes (12) | No (3)  

sameer singh  (11 years ago)

(36*18/5-5)/2=62.3

Is this solution Helpfull? Yes (5) | No (3)  

nikhil   (11 years ago)

option e:
speed of stream= 1/2(down rate-upstream rate)
down rate =36m/s
up rate= 5*(5/18)=1.38m/s
so
1/2(36-1.38)=17.31m/s or 17.31*(18/5)=62.31 kmph
so correct ans is option e

Is this solution Helpfull? Yes (2) | No (1)  

Kalidindi Mounika  (11 years ago)

rate of Down stream= u =36*5/18=10kmph
rate of up stream =v =5kmph
Speed of current = 1/2[u-v] = 1/2[10-5]=2.5 kmph

Is this solution Helpfull? Yes (2) | No (1)  

Naveen Pandey  (11 years ago)

d).none..
b+c=36
b-c=1.38

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