Use Newton's method to obtain the third approximation, x2, of the positive fourth root of 5 by calculating the third approximation of the right 0 of f(x) = x* -5. Start with x, = 1. The third...


Use Newton's method to obtain the third approximation, x2, of the positive fourth root of 5 by calculating the third approximation of the right 0 of f(x) = x* -5. Start with x, = 1.<br>The third approximation of the fourth root of 5 determined by calculating the third approximation of the right 0 of f(x) = x* - 5, starting with x, = 1, is<br>(Round to four decimal places.)<br>

Extracted text: Use Newton's method to obtain the third approximation, x2, of the positive fourth root of 5 by calculating the third approximation of the right 0 of f(x) = x* -5. Start with x, = 1. The third approximation of the fourth root of 5 determined by calculating the third approximation of the right 0 of f(x) = x* - 5, starting with x, = 1, is (Round to four decimal places.)

Jun 04, 2022
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