A boat covers the distance between two points in a river in 12 hrs and 8 hrs upstream and downstream
respectively. Then time required for the boat to cover this distance in still water is
[ 1
a) 4.S hr
b) 9.6 hr
c) 10.8 hr
d) none
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Answer:
9.6 hr
Explanation:
Let the time required in still water be t and speed of boat be v and speed of stream be v',
For downstream= d(v+v')8.......1
For upstream=d(v-v')12........2
For still water d=vt..........3
Solving 1 and 2 we get
3(v-v')=2(v+v')
v=5v'........4
Putting value of v in 1 and value get from 3
vt=(v+v/5)8
t=6x8/5=9.6hr
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