Concept:If boat speed in still water is
b and current speed is
c, then downstream speed is
b+c and upstream speed is
b−c.
Explanation:Let
b be the speed of the boat in still water and
c be the speed of the current.
Downstream speed
=b+c.
Upstream speed
=b−c.
According to the question,
3(b+c)=2(b−c).
Expanding:
3b+3c=2b−2c.
This gives
b=−5c.
Since speeds cannot be negative, this condition is impossible with positive boat and current speeds.
Therefore, no valid positive ratio can be determined from the given statement.
Answer:None of the given options is valid because the condition as stated is inconsistent.