Math research paper

1.Introduction and theoretical framework In 1736, Leonhard Euler reasoned why the Konigsberg bracing chore was hopeless according to Tom Lagatta, a prof of Arizona University (Lagatta, T October 2005). Also, Tom Lagatta too says that Euler was able to gain an equation to see if it was thinkable to honor the shortest r step upe that forget go through each couplet and still up end at the starting point. The Konigsberg Bridge problem is a mathematical problem that was reasoned by Leonhard Euler, to prove that that it was unacceptable to brush all seven bridges of the city of Konigsberg, by crossing each bridge only once, according to speculative Thomas M. Green, Math professor in Contra Costa College (Greene, T.M. family 2007). Florentin Smarandache overly says, By using the methods Euler used to pass off if it was possible to cross all seven bridges, it is possible to use the methods find the shortest route.(Smarandache, F February 2008) The inquiry was made to s ee if the Konigsberg Bridge problem skunk relate to everyday life and find a shorter style compared to a long one. This is related to the article memoir of the Konigsberg chore by Salvador Sanabria (May 2005) because in the experiment, it concludes that it was possible to find the shortest street. As it states in Greenhouse Gas Control Technologies, by R.A. Durie (2001), it says that a shorter path would mean that there would be less ordnance used. It also says that the smaller the path is less gas leave alone be used than compared to a shorter path. 2.Statement of the problem The problem of this research is how the Konigsberg bridge problem can ease a slobber serviceman save gas by taking a shorter route. (Smarandache, F February 2008) 3.Purpose of the Study The purpose of this study is to find out the exploit of the Konigsberg bridge problem on finding a shorter route. This marrow finding the shortest route and using different equations to help find this out. (Smarandache, F February 2008) 4.Rev! iew of the literature...If you want to get a opulent essay, order it on our website: BestEssayCheap.com

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