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Analyzing False Weights

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Khushi Patel HAYBALER PROBLEM: Problem Statement: The problem is that you have 5 bales of hay and they vary from different weights. Each combination of the bales was written down without keeping track of which pair of bales. The combination of the weights were 80,82,83,84,85,86,87,88,90,and 91. The bales were all weighed in different combinations like: bales 1 and 2, 2 and 3, 3 and 4, and so on. Our task was to find out how much does each bale weigh. And we have to find out if there are more than one combination. Process: So first I did guess and check to see what numbers I could use. I started off with 40 as my number because it’s half of 80 and 80 is one of the weights. So I used 40 as my weight for bale
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