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#421 | |
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#422 |
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#423 | |
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#424 | |
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MAKE THAT A DOUBLE! |
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#425 | |
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x = x + 5 or ignore newton's second law or suppose that the bearings on the wheel have enormous friction that increases with rotational speed. |
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#426 |
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#427 |
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That's fine, but, it really doesn't make your arguments correct. The correct way to defend your position would have been to point out that the treadmill has an infinite capacity to accelerate and match the rotational speed of the plane's wheels. Don't focus on the equal and opposite forces, they are irrelevant. Well done for sticking with your opinion though.
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#428 | ||
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#429 | |
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speed of jet wheels (depends on) = speed of treadmill (set independently) + speed of jet (determined by force balance) If you speed up the treadmill, you automatically speed up the jet wheels without affecting the speed of the jet, because the jet speed depends on the force balance, not on the speed of its wheels. |
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#430 |
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The original question says that the treadmill can exactly match the rotational speed of the wheels. If the treadmill is constantly accelerating to match the acceleration of the plane the wheels will just go faster. In real life the bearing will burn up pretty fast, but nothing about the durability of the bearings was stated.
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#431 |
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#432 | |
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#433 | |
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speed of treadmill (equals wheel speed) + speed of jet (determined by force balance) - speed of treadmill (equals wheel speed) 0 = speed of jet (determined by force balance) |
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#434 | |
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