How does 42 folds of paper reach the moon?
That’s 440 billion millimeters, or 439,804 kilometers. The moon on average is 384,400 kilometers from Earth according to Google….0.1 * 2^(42) = 439,804,651,110 mm.
| # Folds | Thickness (mm) |
|---|---|
| 9 | 51.20 |
| 10 | 102.40 |
| 11 | 204.80 |
| 12 | 409.60 |
Can you reach the moon by folding paper?
And incredibly, it only takes 42 foldings of a paper to get from the Earth to the Moon, and only about 94 foldings of a paper to make something the size of the entire visible Universe. And now you know how many times you’d have to fold a piece of paper to reach the Moon!
How many times should you fold a piece of paper to reach the moon?
If you were to fold a piece of paper in half 42 times, it would reach the moon. Several of those around the table scoffed at this, exclaiming that a single sheet of paper was simply too thin to have its thickness reach any substantial amount after only a few dozen folds.
What if paper is folded 42 times?
If you could fold a piece of paper 42 times, the thickness would be enough to reach the moon.
Why is it impossible to fold paper 8 times?
Trying to fold an ordinary sheet of A4 paper suggests that even eight times is impossible: the number of layers doubles each time, and the paper rapidly gets too thick and too small to fold. Such ‘geometric growth’ effects are dramatic: in theory, 26 folds would make the paper thicker than the height of Mount Everest.
Is it impossible to fold a paper 8 times?
What happens if you fold a paper 100 times?
With just over 100 folds, the thickness of the paper would be equal to 93 billion light-years. The reason for this is exponential growth.
What happens if you fold a piece of paper 50 times?
In fact, if you had a sheet of paper, and folded it in half 50 times, how thick would it be? The answer is about 100 million kilometres, which is about two thirds of the distance between the Sun and the Earth. And so Accepted Wisdom on Paper-Folding ruled, until 2001.