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MEI C3 Coursework

... MEI C3 Coursework Numerical Solutions of Equations Introduction The objective of this coursework is to provide an understanding of numerical methods for solving equations, when algebraic methods cannot be implemented. By the end of this coursework I should be able to confidently apply these numerical methods as and when the necessity to arises. During the course of this piece of coursework I will be investigating the solution of equations using three methods: decimal search, the Newton-Raphson method and fixed point iteration after rearranging the equation f(x)=0 into the form x=g(x). The Decimal Search The Decimal Search, which is a systematic search for a change of sign, involves finding an interval in which a function of x, f(x), changes sign. If f(x) is a continuous function, it follows that it has a root within that particular interval. The first step in a decimal search would involve making a guess of an interval in which the

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"A thorough understanding of the theory of numerical methods (Newton-Raphson, Rearrangement and Decimal Search). The method itself, the limitations and the mathematics behind it are thoroughly explained for all three problems. The comparison of the method at the end was a bit problematic. A formula was chosen that didn't work with rearrangement and so this was ruled out of being the best unfairly (although, admittedly, correctly.) Also, the graphs have been distorted by being put online, which is a shame. TSR User:DavyS"
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