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Maths Coursework - The Fencing Problem  

Member rating: 8 out of 10 stars (22 votes) | Words: | Submitted: Thu Jul 11 2002

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Maths Coursework The Fencing Problem Anthony Lynch Introduction This coursework is a problem involving a farmer. She has 1000 metres of fencing and is looking to create a fenced off area that is as large as possible. She wants to know what shape to arrange the fencing in order to achieve this. I hope to find out which shape would be most appropriate for this use. I will investigate the different formulas and areas of different shapes and compare results to come to a final conclusion. The Quadrilaterals The Square The only square with a perimeter of 1000 meters, has four sides each being 250 metres in length. Following the formula area = length x width, the area works out to be 62500 mē. Conclusion As there is only one square, there is only one area that can be obtained, it is 62500 mē. The Rectangle The rectangle is much more complicated, as there are many...

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