1982International Journal of Mathematical Education in Science and TechnologyRequires access

A general method to compute the nth root of real numbers

Ali M. Awin

Open publisher page 3 citations

Abstract

A general method to compute the nth root of real numbers is introduced. The square root is reviewed and the generalization to cubic roots is given. A general program is drawn for the case of any higher root and a few examples are worked out to show the practical way of performing such calculations.

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What this paper is about

A general method to compute the nth root of real numbers is introduced. The square root is reviewed and the generalization to cubic roots is given. A general program is drawn for the case of any higher root and a few examples are worked out to show the practical way of performing such calculations.

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A general method to compute the nth root of real numbers is introduced. The square root is reviewed and the generalization to cubic roots is given. A general program is drawn for the case of any higher root and a few examples are worked out to show the practical way of performing such calculations.

Key concepts: Root (linguistics), Square root, Generalization, Mathematics, Real number, Arithmetic, Algebra over a field, Applied mathematics

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