- #1
dendros
- 39
- 6
I have read a short story by the Grimm Brothers, named "The Sheperd Boy" and there is a riddle that sounds like this:
So we have a mountain made of pure diamond, and it takes 1 hour to climb it, 1 hour to go around it and 1 hour to go down into it (I assume from its peak to its base). And every 100 years a little bird comes to sharpen its beak on it and after the entire mountain is reduces to dust in this way, a second of eternity would have passed.
So, using this info, is it possible to deduce the dimensions (in meters) of this mountain and how long a second of eternity would be? Of course, by using math and the actual laws of physics (e.g the physical properties of diamond and the bird's beak, the friction, the speed of a walk, etc. For this problem, ignore the problem of the lifespan of that bird).
Just for fun.
"The third question is, How many seconds does eternity have?"
The little shepherd boy said, "The Diamond Mountain is in Lower Pomerania, and it takes an hour to climb it, an hour to go around it, and an hour to go down into it. Every hundred years a little bird comes and sharpens its beak on it, and when the entire mountain is chiseled away, the first second of eternity will have passed."
So we have a mountain made of pure diamond, and it takes 1 hour to climb it, 1 hour to go around it and 1 hour to go down into it (I assume from its peak to its base). And every 100 years a little bird comes to sharpen its beak on it and after the entire mountain is reduces to dust in this way, a second of eternity would have passed.
So, using this info, is it possible to deduce the dimensions (in meters) of this mountain and how long a second of eternity would be? Of course, by using math and the actual laws of physics (e.g the physical properties of diamond and the bird's beak, the friction, the speed of a walk, etc. For this problem, ignore the problem of the lifespan of that bird).
Just for fun.