Use the Newton-Raphson process to determine a value of x near x = 0 for which...
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Use the Newton-Raphson process to determine a value of x near x₁ = 0 for which f(x) = 0, where f(x) = 5 x-0.7-4 sin(x) giving your answer (and the interim results we ask for) correct to 5 decimal places. 11.1 (1 mark) What is the initial value of f(x)? f(x₁) = You have not attempted this yet 11.2 (1 mark) What are the values of x and f(x) at the second iteration? Please enter your answers as a list [in square brackets] (as per the prompt below). [x2, [(x₂)]= You have not attempted this yet 113 (1 mark) What are the values of x and f(x) at the third iteration? Please enter your answers as a list [in square brackets] (as per the prompt below). [X3, f(x3)]= You have not attempted this yet Use the Newton-Raphson process to determine a value of x near x₁ = 0 for which f(x) = 0, where f(x) = 5 x-0.7-4 sin(x) giving your answer (and the interim results we ask for) correct to 5 decimal places. 11.1 (1 mark) What is the initial value of f(x)? f(x₁) = You have not attempted this yet 11.2 (1 mark) What are the values of x and f(x) at the second iteration? Please enter your answers as a list [in square brackets] (as per the prompt below). [x2, [(x₂)]= You have not attempted this yet 113 (1 mark) What are the values of x and f(x) at the third iteration? Please enter your answers as a list [in square brackets] (as per the prompt below). [X3, f(x3)]= You have not attempted this yet
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Related Book For
Probability and Statistics
ISBN: 978-0321500465
4th edition
Authors: Morris H. DeGroot, Mark J. Schervish
Posted Date:
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