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You sound like you're itching to re-do the problem with accurate friction coefficients included!
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The stated scenario is that the treadmill moves the same speed as the plane. According to your (flint's) take (faulty) on the question, the plane doesn't move and therefore the treadmill doesn't move.
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Re-do whatever you want, but the answer to this question is: a stationary plane will not take off spontaneously.
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Another way to look at it: can a sea plane take off if it's floating down a current faster than its takeoff speed? Sure, the minute its props spin, it will be generating enough force to overcome the friction of the moving water.
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Just look at it the way is is, as stated.
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You've got velocity and acceleration. The engines are applying force to the plane and therefore accelerating it. The treadmill has velocity, but it cannot impart any acceleration to the plane.
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The plane cannot move forward because the question tells you that. It doesn't matter "how" . . . READ THE QUESTION. |
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re-re-edit
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butt
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No labrat posts without going back to the butt! :)
Flint, I totally agree with you. The question says the motion is cancelled. No motion...doesn't matter how. |
Ya, we know about your butt, okay. It's so awesome, etc.
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If you read the red it in my quote as referring to the plane, then the answer would seem to be no, the plane can't take off. I read it as referring to the treadmill, thus the plane will take off.
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The problem doesn't. It says the speed of the treadmill equals the speed of the airplane. It doesn't say the airplane is prevented from moving forward.
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