Whats the magnitude of the velocity of the wind

AI Thread Summary
The discussion focuses on calculating the magnitude of the wind's velocity as observed by a passenger on a ship moving east at 13.38 m/s, with smoke from the funnels making a 20-degree angle with the ship's wake. Participants emphasize the need to recognize the problem as one of two-dimensional and relative motion, involving the velocities of the ship, wind, and smoke. There is frustration expressed over the lack of structured approach in solving the problem, with one user urging others to stop posting the same question repeatedly. The key relationship among the velocities of the ship, wind, and smoke is highlighted as essential for solving the problem. Overall, the discussion underscores the importance of understanding the physics concepts involved rather than simply applying random equations.
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A passenger on a ship traveling due east with a speed of 13.38m/s observes that the stream from the ship's funnels make an angle 20 (degrees) with the ships wake. The wind is blowing from south to north. Assume the smoke acquires a velocity(with respect to the earth) equal to the velocity of the wind as it leaves the funnels. Whats the magnitude of the velocity of the wind.
 
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OK, so how did you start, and where did you get stuck?

You have to show your work here.
 
alright so the forumal X=distance after object accelerates for time
X0=initial distance
v=velocity after object accelerates for time
V0=initial velocity
a=acceleration
t=time
v=v0+at
x=x0+v0t+1/2at 2 squared
plunging it in is where iam stuck
 
You're just randomly grabbing equations, which won't do. First of all you've got to recognize that this is a two dimensional motion problem. And the second thing is that this is a relative motion problem.

Let \vec{V}_{SE} be the velocity of the ship relative to the Earth.
Let \vec{V}_{WE} be the velocity of the wind relative to the Earth.
Let \vec{V}_{WS} by the velocity of the wind relative to the ship.

First question: How are these three quantities related?
 
Lisa: For the last time, stop posting your question all over the site.

You have to work with us. We are not going to do this problem for you.
 
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