1048576 2 to the power of 20 is 1048576
It's physically impossible to fold a piece of paper more than 7 times.
If you fold a piece of paper in half five times, you will create 2^5 sections. This means you will have 32 sections after the fifth fold, as each fold doubles the number of sections.
512
Well, isn't that just a happy little question! If you fold a piece of paper 8 times, it will create 256 sections. Each time you fold the paper, the number of sections doubles, creating a beautiful pattern of increasing sections. Just imagine all the wonderful possibilities for creativity with all those sections!
If you fold a piece of paper in half, each fold doubles the number of sections. After one fold, there are 2 sections; after two folds, there are 4 sections; after three folds, 8 sections; and so on. Therefore, after 6 folds, you would have 2^6, which equals 64 sections.
If you fold a piece of paper in half 4 times, there will be 16 sections. Each time you fold the paper in half, the number of sections doubles. So, if you start with 1 section and fold it in half 4 times, you will end up with 16 sections.
3 times 1st step is fold paper in half 2nd fold it again in half and 3rd fold it a third time in half. open it an u get eight equal sections
The answer is 3...he folded it 3 times. Here is how to solve. One fold gives you two sections...1x2=2; each time you fold it doubles the amount of sections, so take your first answer...2...and multiply that by 2. 2x2=4. keep multiplying your answer by 2 until you get to the desired number of sections. 4x2=8.
If you could physically fold a piece of paper in half 20 times, it would result in 2^20 layers, which is equal to 1,048,576 layers. However, due to physical limitations, it is practically impossible to fold a piece of paper that many times.
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.
You can't fold a piece of paper 50 times
When a sheet of paper is folded in half, it doubles the number of sections each time. If Leo folded the paper ( n ) times, the number of sections created is given by the formula ( 2^n ). Therefore, to find how many times Leo folded the paper, you can take the total number of sections ( s ) and solve for ( n ) using the equation ( s = 2^n ). For instance, if there are 8 sections, Leo folded the paper 3 times, since ( 2^3 = 8 ).