Unformatted text preview: h = 0 . 1 and h = 0 . 05) by using the analytical solution from (e). 2. Determine the approximated root of the following function: f ( x ) =5 x 34 x 2 + 3 x + 4 (a) [2pts] Using three iterations of the bisection method with the initial guesses of x l = 0 and x u = 1. First check if the initial guesses are properly selected. If not, choose another set of points. Also, determine the minimum number of iterations required for the desired error, E d = 0 . 01, where the absolute error is deﬁned by the size of the interval at each iteration step. (b) [2pts] Using three iterations of the falseposition method with the same initial guesses. *Calculate down to four decimal places for all numerical computations. 1...
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 Spring '11
 LEE
 Calculus, Numerical Analysis, Derivative, Mathematical analysis, fractional relative errors

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