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Why Do Skittles

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The most logical conclusion we can draw from this evidence is that when I weight the Skittles, it will be the same as it said on the front of the package which is 56.7 grams because I think the company should do it naturally on every package of Skittles they make. However, my hypothesis is incorrect because when I weight it on the digital scale it was 60 grams. These facts work together to build a case that the total amount of Skittles would be what the Skittles company says which is 65 Skittles because, as I said on the previous sentence, the company shoud actually do it on every package. However, my hypothesis is wrong because when I actually counted the Skittles, there was only 57. Based on this evidence, we must conclude that when I counted the the Skittles up, the color will not have the same numbers as the others beacuse the machine randomly put the colors in the package and not a real human doing it. Therefore my hypothesis is incorrect. …show more content…
The dependent variable for the first part is the mass of the package, the second part would be the numbers of Skittles, and the third part would be the color in each package. No, the mass on the package did not match the actual mass for every group member and so for the 65 skittles in each package too. The lowest mass would be mine’s which is 57 grams and the highest mass would be 66.3 grams. The smallest number of Skittles would also be mine’s which is 57 and the largest number would be 63. Our group had found out that it was not necessary that every package has a specific perctage. For the color red,we got 18%. The color orange and green has the same percentage which was 23%. Also it would be the same percentage for the color blue and purple which it was

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