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Hippo Problem, Math and Logic

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Submitted By DarkMagi118
Words 1139
Pages 5
Jory Roberts
Math and Logic Tuesday and Thursday, 2 p.m.
The hippo problem

The hippo problem is a difficult problem to solve. It took me quite some time to solve this problem and I had to employ multiple heuristics in order to solve this problem. In the paper that follows I hope to not only demonstrate how I personally came to the conclusion of solving this problem, but also to help someone else solve a similar problem in the future. The steps in which I took to solve the hippo problem were many, and like any good problem, there is a first step that one must take in order to solve the problem. The first step I took is to re state the problem. "Jill is the chief hippo caretaker at the wild animal park in san Diego, California. She has just arrived at the cargo dock in the downtown harbor to pick up four hippos. In order to complete the paperwork, she needs to weigh each hippo. The only scale available is a cargo scale that starts at 300 Kg. More than one of the hippos weights. Jill is puzzled for a few moments, then gets an idea of weighing them in pairs, thinking that if she gets the weight of each pair, she can figure out the weights of the individual hippos. The weights for the first five pairs are 312, 356, 378, 444, 466. As she weighs the last pair the scale breaks. What was the weight of the last pair? and what are the weights of the individual hippos". That is the problem in its entirety. As you can see, it is quite a complex problem. In the paragraphs that follow, I hope to not only demonstrate how I successfully solved the problem, but also how you yourself may be able to solve a similar problem in the future. The next step in solving a problem like this is to figure out what we know based upon the data we currently have. We know there are four hippos, let's call them hippo 1, hippo 2, hippo 3, and hippo 4. We also know that the

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