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A large truck weighing 3 tons is driving on a long bridge that has a weight limit of exactly 3 tons.

When the truck is halfway across the bridge, a crow lands on top of the truck.

But the truck still does not exeed the limit and makes it safely across.

How can this be??

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I'd love to hear your solution. :)

But consider this, regarding mine.

You're claiming the crow would be supported by increased pressure

[born by the truck - generalization of Newton's 3rd law] on the bottom of its wings.

But it's not Newton's 3rd law that supports a crow in flight. It's Bernoulli's principle.

The air speed is greater, and the pressure is less, on the top of the wing.

So normal atmospheric pressure exists beneath its wing, and no weight is added to the truck's axles.

Here's a thought experiment.

Attach the crow to the truck with a short rubber band.

Tell the crow to "press down" on the truck using maximum wing force.

Does the rubber band not stretch? Thereby decreasing the truck's force on the bridge?

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I've been reading the forums here for a while but only just joined recently.

Anyway, I know this isn't the answer you were looking for but one thing about engineering and safety and bridges is that they have a margin of safety when designing and building them.

A 3 ton bridge will probably hold 4.5 tons safely yet only be rated for 3 tons so that the 4.5 tons never gets approached and pushes the limits of the bridge. So a crow will not weight 1.5 tons and therefore be able to sit on a 3 ton truck without the bridge breaking :D

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yeah, I knew someone would say that after at least a few "bridge crossing" riddles.

I was thinking the same thing myself when I wrote it.

I guess for the sake of a riddle you must just go by what it says.

But points for originality

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