Any size sheet of paper can only be folded in half 7 times.
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yes it is. Britney Gallivan folded it 12 times in 2002 after coming up with an exact limiting equation.
The thickness of 30,000 pieces of paper depends on the thickness of a single sheet. A standard sheet of office paper is typically about 0.004 inches thick. To calculate the total thickness: 30,000 \times 0.004 \text{ inches} = 120 \text{ inches} So, 30,000 pieces of standard office paper would be approximately 120 inches thick.
Impossible question to answer. No piece of paper can be folded more than seven times. Most, no more than 5. Depending on how you fold, anywhere from 10 to 512 with the limitation implied above.
Depends on thickness, and how many times it is folded.
In theory, paper can be folded in half more than 7 times, but it becomes increasingly difficult as the number of folds increases. The thickness of the paper and its size are limiting factors that make it practically impossible to fold a standard piece of paper more than 7-8 times.
A normal piece of paper is about 0.0038 inches thick. So, if the paper were to be folded 50 times, it would become, essentially, 1,125,899,906,842,624 pieces of paper stacked upon one another. Therefore, you would multiply the above number by 0.0038 and that would be 4278419646001.97 inches or 67,525,562.594 miles of paper. So, a normal 8 1/2 by 11 piece of paper folded 50 times would be 67,525,562.594 miles, which is 141 times the distance the Moon is to the Earth.
Any paper can be folded in half for 6 times.
It depends, because the paper could be thicker than others.AnswerThe folded paper would be 1 x (250) times as thick as the original sheet as each fold doubles the thicknessAssuming the initial paper is 1/100 of an inch thick the last fold would make a wad of paper almost 200 million miles thick
It depends on the context. In general, you can fold a piece of paper in half multiple times, although the number of folds possible is limited by the thickness of the paper and the dexterity of the folder. Mathematically, the maximum number of times a piece of paper can be folded in half is around 7-8 times due to the exponential increase in thickness with each fold.
If by sides you refer to the number of paper slices you can hold then the formula is this: assuming that when the paper has not been folded, the number of times folded is equal zero then the equation is: 2x, where x is the number of times folded. for example if the paper has been folded four times the number of sides is: 24 = 16
Any size sheet of paper can only be folded in half 7 times.
In theory, you can fold any size of paper in half a maximum of seven to twelve times, depending on the paper's thickness and flexibility. Folding paper in half multiple times increases its thickness exponentially, making it extremely difficult to fold more than seven times due to physical constraints.
A sheet of paper can't be folded more than seven to eight times due to the physical limitations of the paper's thickness increasing exponentially with each fold. As you keep folding, the sheet's thickness becomes too dense to bend easily, causing it to resist further folding. Additionally, the paper becomes more prone to tear or break along the creases.
the rules of matter will only allow it to be folded 7 times max
It is generally believed that an A4 piece of paper can be folded in half approximately seven to eight times due to the thickness of the paper increasing with each fold, making it increasingly difficult to fold further.