Zero. A sheet of paper has no capacity or volume. A good way to visualize "cubic feet" is to think about how much water the object could hold inside of it, like quarts or gallons. A "cubic foot" is just another way of describing a space that can hold about 7 and a half gallons. If an object has no space inside it, like a sheet of paper, then it has no gallons and no cubic feet.
Take a paper of standard size. Measure its mass in gram using an electronic balance. Find its dimensions (length and breadth) in meter. Find the area in meter2. Get the gsm by dividing the mass in gram by area in meter2. Example: If the mass of a 42cmx33.5cm paper is 8.15gram then its gsm is 58 . (8.15/.42/.335 = 58) You will get more accurate results by using multiple sheets of paper. I usually use at least 10 sheets of paper, then you can either find the total area of the 10 sheets (multiply area of 1 sheet by 10), or divide the mass that you measured by 10, before doing the gsm calculation.
There are 62,370 1 millimeter squares in a sheet of A4 graph paper that measures 210 mm by 297 mm. This calculation is obtained by multiplying the length of the paper (210 mm) by the width of the paper (297 mm).
It really depends how big the piece of paper is, but a good idea would be square centimetres.ExamplesA0 paper is such that it has an area of 1m2 or 10000cm2.A4 paper has an area of 1/16m2 or 625cm2.
It's not a matter of "how much" friction paper has. When talking about friction, you have a friction coefficient, which is determined by a lot of factors: Surface, surface area in contact, pressure applied, and more. There may be a formula out there to predetermine the friction two surfaces might have, but honestly just doing some tests yourself would be better. You also need to specify what kind of paper, because even "notebook paper" isn't specific enough, as I know different companies' paper feels different to the touch.
18500 square inches ====================== That depends on the size of the notebook, and the paper in it. -- If the paper is US "standard" size of 8.5" x 11", then each sheet has 93.5 square inches on one side, and 100 sheets have 18,700 square inches on both sides. -- I'm holding a spiral bound notebook in my hand right now. Each sheet is lightly perforated, so that it can be torn out of the spiral with a clean edge, leaving the fringes still attached to the spiral. The clean, tear-out area of a sheet measures 71/2" x 103/8". The area of each side is 77.8125 square inches, and 100 sheets have 15,562.5 square inches on both sides.
The area of a sheet of paper can be calculated by multiplying its length by its width. For a 9-inch by 12-inch sheet, the area is 9 inches × 12 inches, which equals 108 square inches.
The surface area of a sheet of paper is that two-dimensional boundary of the paper that is exposed to the outside surroundings. For example: Assume the surface area of a sheet of paper of area size a is A = 2a because there are two distinct surfaces (e.g., front and back) exposed to the surroundings. But now we fold the sheet into half. So now the surface area exposed to the surroundings is 1/2 a X 2 = a < A. In other words, by folding the paper in half we have reduced the surface area by one-half. If we simply extend that thought to include crumpling a piece of paper as meaning creating lots of folds it is reasonable to assume that the amount of area exposed to the outside will be reduced. In other words, the surface area of a crumpled piece of paper will be less than or equal to the same area of the uncrumpled piece. But generally and typically it will be less than the uncrumpled area. ANS
To find the area, multiply the height by the width.
This depends on the size of the sheet and basis weight of the sheet. The basis weight is weight of sheet in gram or pound for a unit area. In metric system it is gm/m2.
A standard A4 sheet of paper is 21.0 x 29.7 cm, for a total area of 623.7 sq cm. A US standard A-size sheet of paper is 8.5 x 11 inches, which is 21.59 x 27.94 cm, for a total area of 603.2246 sq cm.
The wad of paper has a larger surface area to volume ratio, creating more air resistance. This air resistance slows down the wad of paper compared to the flat sheet of paper, which has less surface area and less air resistance acting upon it.
~CORRECT ANSWER~ its: The sheet of paper, because it has more surface area.
A sheet of A4 paper has an area of 1/16 square metres. Its dimensions are approximately 297 mm x 210 mm.
In a vacuum, both a flat sheet of paper and a crumpled paper would accelerate at the same rate due to gravity. However, air resistance may affect the acceleration of a crumpled paper more than a flat sheet due to differences in surface area and shape, causing the crumpled paper to fall slower.
88 square inches.
A crumpled paper has a larger surface area and more air resistance compared to a flat sheet, which results in it falling more slowly. Air resistance acts against gravity, slowing down the descent of the paper.