Me too!
Ok, how can the wheels go faster than my belt which has a speed of infinity? What speed are the wheels going? infinity + 20mph? Let's just say (for my benefit) that the wheels can not go faster than the belt, does the object still move forward? The answer is No, the object can not move forward unless the wheels are no longer on the belt. That's my take on it.
Why? I don't see how the original question separates the wheel speed from the plane speed. Say for the sake of argument, that I am standing on the conveyor belt with my feet strapped to the belt, and you start this scenario in motion. The plane will be going very fast relative to my position on the belt. I could very easily reference speed of the plane based on my observations standing on the belt. Or in a more realistic situation, say you had a conventional auto speedometer attached to the wheels of the plane and that was how you were measuring speed (speed is a function of wheel diameter and revolutions per unit time). The problem does not say how you are measuring the planes speed, people are jumping to their own conclusions.
Ok, lets say the problem says plane speed is referenced to a fixed point outside of the moving system. The belt will always be moving the same speed that the plane is moving relative to that fixed point. So if the plane speed is 100, the belt would be 100, right? How does the plane ever begin to move? If the belt reaction is instantaneous, and the belt can only go as fast as the plane is moving, the force reactions should cancel eachother out. :-) We are tedering on a paradox here.
I'm going to bed now, but thanks for the interesting discussion.
Ok, how can the wheels go faster than my belt which has a speed of infinity? What speed are the wheels going? infinity + 20mph? Let's just say (for my benefit) that the wheels can not go faster than the belt, does the object still move forward? The answer is No, the object can not move forward unless the wheels are no longer on the belt. That's my take on it.
Why? I don't see how the original question separates the wheel speed from the plane speed. Say for the sake of argument, that I am standing on the conveyor belt with my feet strapped to the belt, and you start this scenario in motion. The plane will be going very fast relative to my position on the belt. I could very easily reference speed of the plane based on my observations standing on the belt. Or in a more realistic situation, say you had a conventional auto speedometer attached to the wheels of the plane and that was how you were measuring speed (speed is a function of wheel diameter and revolutions per unit time). The problem does not say how you are measuring the planes speed, people are jumping to their own conclusions.
Ok, lets say the problem says plane speed is referenced to a fixed point outside of the moving system. The belt will always be moving the same speed that the plane is moving relative to that fixed point. So if the plane speed is 100, the belt would be 100, right? How does the plane ever begin to move? If the belt reaction is instantaneous, and the belt can only go as fast as the plane is moving, the force reactions should cancel eachother out. :-) We are tedering on a paradox here.
I'm going to bed now, but thanks for the interesting discussion.
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