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We present a simple yet powerful technique for forming iterative methods ofvarious convergence orders. Methods of various convergence orders (four, six,eight and ten) are formed through a modest modification of the classical Newtonmethod. The technique can be easily implemented in existing software packagesas suggested by the presented C$^{++}$ algorithm. Finally some problems aresolved through the proposed algorithm.

How to increase convergence order of Newton's method to $2\times m$?