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It will simply slide on it's tires.
You can use the same logic to prove that perpetual motion machines work.
http://www.eonline.com/resize/600/600//eol_images/Entire_Site/201073/293.jackson.snakes.plane.lc.080410.jpg
Imagine on your desk, you have a conveyor-belt which can perfectly match the speed of a wheel which you also have. On the wheel is a frame which forms a handle and is fixed through the axle of the wheel. You can sit and spin the wheel by directly driving the wheel with your hand all day and it won't move.
You can also hold the handle of the wheel.
There are 2 outcomes from your interaction with the handle of the wheel and the belt it sits on:
1. You do not move the wheel, the rules of the experiment are upheld, nothing rolls, no speed to match.
2. You pull the wheel toward one end of the belt, and you break the experiment. You make its speed exceed that of the belt. By moving the axle of the wheel it has to, because no matter how much belt travels beneath the wheel, the wheel will roll that distance plus the distance you have pulled it.
You cannot move the wheel, you cannot give it speed, unless you break the rule in the first place.
I agree that this is one of the more critical assumptions we need to make, because it directly affects outcome of the core question, which is: "Can a wheel translate in space if it is rolling on a surface that matched its velocity exactly and instantaneously?".
The answer to which could be: "Depends if the wheel can slide along the surface.".
So to make the question better and more concise we need to add the clause: "Given that there is perfect traction between the wheel and the surface.".
In which case the answer would be "No.".
Since I tend to agree with monquixote that those who want to interpret it as a not-real-world-physics question can simply choose whatever conditions they want in order to be right, I will answer this one instead:
Not quite. The car isn't pulling the plane forward, or if it is it's unintentional - the plane would fall off the back of the trailer as it got close to flying speed and the friction between the floats and the trailer decreased if it was.
The plane is accelerating through the air under its own engine power. The plane and the car are accelerating at the same rate, or as close to it as the pilot and driver can manage.
The important point being that the plane reaches flying speed not due to the speed of the plane relative to whatever it's resting on, only relative to the air.
And that is really all I'm going to say because it's clearly become a nonsense if you don't just look at the actual physics of it.
"Take these three items, some WD-40, a vise grip, and a roll of duct tape. Any man worth his salt can fix almost any problem with this stuff alone." - Walt Kowalski
"Only two things are infinite - the universe, and human stupidity. And I'm not sure about the universe." - Albert Einstein
If you decide to go with that set of assumptions then you are asking what do equal and opposite forces do which is an obvious and boring question.
Even with the super-assumption model there are some layers to it. If the force of the jets are what makes the plane move and the plane moving is what makes the wheels turn and the wheels turning are making the conveyor move and the conveyor moving is what keeps the plane still then there is no movement so the wheels wouldn't have turned in the first place but the jets are still firing and the plane is still stationary (ery?). I know I've repeated that a couple of times now but it amuses me to think of it. It's a lot more fun than irrepressible force vs immovable object.
Quite true, and in the absence of the said clause there is definitely room for debate.
I must say though, this is actually the first well reasoned and logical counter argument I have seen in this thread for why the plane MAY take off. It remains within the confines of the question and does not stray from the limitations explicitly set out.
Its engines may well be helping it stay on the trailer but it is the car pulling the trailer which is making air pass over the plane's wings, creating the crucial lift it needs to take off.
Take away the car and the trailer and sit the seaplane on the ground and it won't take off. It might scrape along on its skis but I doubt at a high enough speed to cause lift.
Stick wheels on the bottom though and that's another matter! The wheels don't have drive but they do freewheel along a static ground and allow the plane to move forward properly.
The wheels on the plane in the question are still vital to the puzzle and as they are rotating on a moving surface which has an opposite rotation to the wheels the plane can't move forward.
Here's a 747 at full thrust. Why isn't it moving? Why hasn't it taken off?
Same here, the engines are running but the blocks stop the wheels from turning so it doesn't go anywhere.
It appears that only a few of you have read my explanation ;-)
@Sporky The plane will achieve forward motion because the thrust is against the air, not the conveyor. The plane will push against the air and move forward. What the conveyor is doing underneath the wheels is irrelevant - the only thing the conveyor movement has any effect on is the rotational speed of the wheels. You have to assume that friction in the wheel bearings plays no part in this. Picture a huge mass sitting on frictionless wheels that is sitting on a conveyor belt. When the belt moves, the huge mass is going to stay put, because there is no force being applied to it. Do you agree so far ? Now, if you accept that moving the ground underneath a huge mass with frictionless wheels doesn't move the mass, then you have to accept that if you apply a force to the mass, such as from jet engines bolted onto it, the mass will move - because it now has a force applied to it. The plane is the huge mass and its engines are the force applied. The rest of it is a mental distraction.
The error in the thinking of the 'non-flyers' (as I was previously), is believing that the plane will move backwards as the conveyor moves (which is then 'counteracted' by the forward thrust of the engines). In order for this to be true, there has to be a rearwards force applied to the plane - and the only path that this force could possibly take would be via the friction in the plane's wheel bearings. There is a range in values of friction from 'total' - i.e. wheels locked, in which case the plane will move rearwards in unison with the conveyor, to 'none', in which case no force can be applied to the plane and, as no force is imparted, no movement is possible - and the plane will just stay still as the conveyor moves underneath it. However, as the planes engines are bolted to it, directly applying force, the plane will move - and it will move forward along the conveyor that is happily spinning away beneath it.
Even allowing for wheel bearing friction, within the range of 'total' friction (rearward movement) to 'none' (plane stays stationary) there will be a point, very early, at which the force of the engines overcomes the miniscule friction of the wheels and the plane starts accelerating forward.
Offset "(Emp) - a little heavy on the hyperbole."
This heavily relies on the assumption that each bottle contained an equal amount of pills.