A and B row on a river starting simultaneously from
the same point A downstream and B upstream in 15
minutes they are 2.5 km apart. A then turns to fol-
low B. After 30 minutes from the beginning the boats
have together rowed 3.5 km. If speed of A and B is
constant. Find the speed of current speed.
Answers
Answered by
2
Answer:
sorry i donno the answer
Answered by
5
Answer:
Step-by-step explanation:
Let Speed of current be, V;
While speeds of Boats of A & B are U1 and U2 respectively.
Downstream speed of A: (U1+V)
Upstream speed of A: (U1-V)
Upstream speed of B: (U2-V)
In first 15 minutes total distance covered by them:
15/60[ (U1+V) + (U2-V) ] = 2.5 km
U1+U2= 10;
In next 15 minutes total distance = 3.5-2.5= 1 Km
15/60 [ (U1-V) + (U2-V) ]= 1 Km
U1 + U2 -2V = 4
10 - 2V = 4
V = 3 kmph.
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