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. Consider the equation 2r - 3r + 3x -7 =0. Use Newton's method to find a solution accurate to four decimal places using the

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. Consider the equation 2r - 3r + 3x -7 =0. Use Newton's method to find a solution accurate to four decimal places using the initial guess ro = 1. . (a) Explain why Newton's method fails if f'(r, ) = 0. (b) Can we use To = 1 to find the approximation to the solution to ri = 0? Explain what is going on

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