Question: Given g(2) = +4. where A > 1 is a constant. a) show that g(x) has a unique fixed point in the interval VA/2,
Given g(2) = +4. where A > 1 is a constant. a) show that g(x) has a unique fixed point in the interval VA/2, /2A, b) How many iterations are necessary to perform to achieve the accuracy 10 2 Use the error bound for the fixed point method? Assume that g' ()
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