A swimmer makes his strokes perpendicular to the flow of river at speed 8 metre per second relative to still water. he arrives at a point 20 metre downstream from the point directly across the river which is 40 metre wide. the velocity of the swimmer with respect to ground will be?
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Hi , here is yo answer
Let the swimmers speed in still water be x km/h
and
let the speed of water be y km/h
Swimmer's speed in the direction of current = x+y km/h=12km/h
Swimmer's speed opposite to the direction of current = x-y km/h=6km/h
x + y = 12
x - y = 6
-------------------- (adding both)
2x + 0 = 18
⇒x = 18/2= 9
x+y=12
⇒y = 12-x = 12-9 = 3
∴Speed of man in still water = 9 km / h
Speed of stream = 3 km / h
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