What Is the Trajectory of an Object Dropped from an Airplane?

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When an object is dropped from a constant-velocity airplane without air resistance, it follows a parabolic trajectory as observed from the ground, landing ahead of the point directly below the airplane. From the airplane's perspective, the object appears to fall straight down. If air resistance is considered, the object will still follow a parabolic path but will descend more slowly, resulting in a longer horizontal distance traveled before hitting the ground. The discussion emphasizes the importance of understanding both theoretical and practical aspects of projectile motion. Engaging with the questions posed can clarify any difficulties in grasping these concepts.
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Suppose you drop an object from an airplane traveling at a constant velocity, and further suppose that air resistance doesn't affect the falling object. What will be its falling path as observed by someone at rest on the ground, not directly below but off to the side where a clear view can be seen? What will be the falling path as observed by you looking downward from the airplane? Where will the object strike the ground, relative to you in the airplane? Where will it strike in a more realistic case where air resistance does affect the fall?
 
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