Two men who can swim with a speed v1 in still water start from the middle of a river of width d and move in opposite directions always swimming at an angle θ with the banks. What is the distance between them along the river when they reach the opposite banks, if the velocity of the river is v2

Two men who can swim with a speed v1 in still water start from the mid

1.	Two men who can swim with a speed v1 in still water start from the middle of a river of width d and move in opposite directions always swimming at an angle θ with the banks. What is the distance between them along the river when they reach the opposite banks, if the velocity of the river is v2
Answer» Two men who can swim with a speed $v_{1}$ in still water start from the middle of a river of width d and move in opposite directions always swimming at an angle $θ$ with the banks. What is the distance between them along the river when they reach the opposite banks, if the velocity of the river is $v_{2}$

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Two men who can swim with a speed v1 in still water start from the middle of a river of width d and move in opposite directions always swimming at an angle θ with the banks. What is the distance between them along the river when they reach the opposite banks, if the velocity of the river is v2

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