WebTo calculate the number of times we need to fold the paper to reach the moon, we must solve. 384400000 = .001 (2)x, solve for x, and round up. Doing this on a graphing calculator gives x ≈ 38.5, so we must fold the paper in half 39 times to reach the moon! (a) Solve this equation explicitly for x using logarithms. WebSolutions will vary depending on the physical constants found. The current answer uses a paper width of 0.1mm for the thickness of a sheet of paper, and a distance of 385,000km (or 385,000,000,000 mm) from the earth to the moon. Each time the paper is folded in half, the number of sheets in the stack doubles.
8 Examples of Math in the Real World - Brighterly.com
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There is a Limit to How Many Times You Can Fold a Piece Paper
WebApr 19, 2012 · Can folding a piece of paper 45 times get you to the moon? By seeing what happens when folding just one piece of paper, we see the unbelievable potential of … We would like to show you a description here but the site won’t allow us. We would like to show you a description here but the site won’t allow us. WebMar 5, 2024 · I'm building a code in Javascript that will calculate how many times I will have to fold a paper so that its thickness will reach the moon. (it is suppose to be a known challenge) Thick parameters is the Thickness of the paper numOfLayers parameter states how many layers have been pilled up: But I get the wrong results: WebYes,on folding the paper 42 times ,it would reach the moon. Math: if the paper is folded 42 times, then there would be 2^42 (=4,398,046,511,104) layers of paper. Standard office paper is 0.1 mm thick. So 2^42 / 10 = … rajkot to una gujarat distance