Find Distance: Skydiver Jumping from 36000m in Stratosphere

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SUMMARY

The discussion centers on calculating the horizontal distance a skydiver will drift due to wind while falling from a height of 36,000 meters in the stratosphere. The wind speed is given as 15 km/h, and participants debate whether to factor in wind effects before the skydiver descends to the troposphere at 15,000 meters. It is concluded that the wind affects the skydiver's trajectory throughout the fall, and the same wind speed can be assumed for the entire descent based on typical problem-solving approaches.

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  • Understanding of basic physics equations: a = v*t, v = s/t
  • Knowledge of atmospheric layers, specifically the stratosphere and troposphere
  • Familiarity with vector components in motion analysis
  • Experience with problem-solving in physics, particularly in projectile motion
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  • Learn about the differences between the stratosphere and troposphere
  • Study vector decomposition in motion analysis
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Physics students, educators, and anyone interested in understanding the dynamics of free-fall motion and the impact of environmental factors like wind on falling objects.

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Homework Statement


A sky diver jumps off a plane from a height of 36000 m (which is in the stratosphere). The wind is blowing at a rate of 15 km/h from the North. How far will the sky diver be from the point directly beneath him on Earth from when he jumped?

Homework Equations


a=v*t, v=s/t, Sin A/a = Sin B/b

The Attempt at a Solution


I have no idea how to factor in the wind. Should I even be considering the wind until the skydiver reaches the troposphere, which is at 15000 m?
 
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Well, the wind is moving the air the sky diver falls through. Does this affect the motion of the sky diver or not? (Hint: think about something light, like a piece of paper or a balloon.)

As for the other question, you are probably expected to use the same wind speed at all heights. That's based more on experience with how these problems usually turn out to be, than on what's the more physical scenario though.
 

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