Does a Jumper Drop Immediately When Jumping Out of a Plane?

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When a jumper exits a plane, they continue moving forward due to the plane's velocity, but air resistance will gradually slow them down. Similarly, an object dropped from a moving car also retains forward momentum and is affected by air resistance. The discussion highlights the importance of understanding how velocities combine, particularly in relation to gravity and motion. The time it takes for a jumper to reach the ground remains the same regardless of the plane's speed, assuming air resistance is negligible. Overall, the conversation critiques the teacher's explanation while emphasizing the principles of physics involved in free fall and motion.
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my teacher said he will just drop from the spot he jumpe up from, not continue moving in the direction of the plane for a while. Is this the same when i drop a object i am holding out of the car window in a moving car?
 
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God I hope your teacher isn't a physics teacher. You will continue moving forward but will be slowed down due to the air resistance over time.

Also, when you drop an item out of the car, it also travels forward as well, but again air resistance slows it down.
 
Just to add to what Pengwuino :smile: says …

this is all about how we add velocities

Vjumper,ground = Vjumper,plane + Vplane,ground

see eg http://www.jfinternational.com/ph/problems-on-vectors.html" :wink:
 
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kay thx, so to confirm the kinetic enerygy doesent start from 0 when he starts to jumps off the plane right
 


Relative to the ground, no.
 


Your teacher would certainly make a bad bombardier!

(In defense of the teacher, who is not here to make his/her own defense, I have know students to tell me their teacher said such and such, to find later that the teacher asked if such and such were true in an attempt to get the students to think about it.)
 


Well, if all you are interested in is how long it takes for the jumper to reach the ground, then even with (a separable form of) air resistance it will be irrelevant how fast the plane was moving, and it will take just as long for the jumper to reach the ground as if he had been jumping from a tower at the altitude of the plane. Also, (with no air resistance) the energy of the jumper is divided into a constant kinetic part along the "x" axis, and a constant kinetic/gravitational potential part along the "y" axis. Maybe that's what your teacher meant? I doubt that your teacher would have forgotten Newton's laws, but even so it sounds like he or she does a bad job conveying the subject accurately.
 
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