Exercise 5.3.39 Suppose q; v linearly with convergence ratio r. Show that on each iteration...

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Exercise 5.3.39 Suppose q; → v linearly with convergence ratio r. Show that on each iteration the number of correct decimal digits increases by about m = - - log₁0 r. (A rigorous argument is not required.) Thus the rate of increase in the number of correct digits is constant. Exercise 5.3.39 Suppose q; → v linearly with convergence ratio r. Show that on each iteration the number of correct decimal digits increases by about m = - - log₁0 r. (A rigorous argument is not required.) Thus the rate of increase in the number of correct digits is constant.

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Consider the task of finding the solutions of fx 0 If is the firstdegree poly nomial fx ax b then th... View the full answer