what would be the thickness of a regular paper sheet if it is folded 50 times exactly into half each time?

Answer 1

2^50

Because the first time it is 2^1, the second its 2^2, etc...

Answer 2

Folding 50 situations skill doubling the thickness 50 situations. it quite is two*2*2*2* ... * 2, the place there are 50 2's, or 2^50. 2^50 = one million,one hundred twenty five,899,906,842,624 i'm undecided if all 20# paper is the comparable thickness, yet I quite have an unopened ream (500 sheets) of 20# paper on my table that measures one million 15/sixteen" = one million.9375". So, the thickness of one sheet is a pair of million.9375" / 500. There are 12 inches in a foot, 5280 inches in a mile, so... (2^50 * (one million.9375 / 500)) / (12 * 5280) is approximately sixty 8,858,304 miles. no longer fairly all the thank you to the solar...

Answer 3

The thickness will be 2^50 times the thickness of a single paper sheet.

Answer 4

I agree with the 2^50 answers, and also that it would be nearly physically impossible. You would have to start with paper that is incredibly thin - maybe the thickness of a single molecule. If we assume 1 nanometer thick then,
2^50*T =
1,125,899,906,842,624*T;
if T = 1x10^-9m
then the answer is a 1,125,899m thick stack of paper. Still unlikely.

Answer 5

the thickness doubles for every fold.
so, assume the thickness is T. with 1 fold it will be T x 2, the next T x 4, next T x 8, etc.. when you reach 50, it will be T x 562,949,953,421,312.

Answer 6

It is physically impossible to fold a piece of paper in half regardless of the size more than a certain number of times. I'm not sure what the number is but it's like 10, certainly not 50.

Answer 7

you cant fold a regular paper 50 times, try it- the maximum is 7 , even that is pretty hard!

Answer 8

ok. just get a stack of 50 post-its and measure that. it's about half a centimeter.