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March 18, 2026Open Access

Algebraic Reconfiguration of the Indefinite Integral of a Power Function: Using Ratios to the Derivative and Partial Fraction Decomposition

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Key Points

The aim is to explore the algebraic reconfiguration of indefinite integrals of power functions through specific mathematical techniques.
Utilized ratios related to derivatives for integration.
Applied partial fraction decomposition methods on power functions.
Investigated various power function forms to evaluate their integrals.
Demonstrated effective integration techniques for a range of power functions.
Provided examples of successful algebraic reconfigurations.
Identified patterns and relationships within integration methods.

Implication

Algebraic reconfiguration reveals new insights into indefinite integrals of power functions, suggesting innovative mathematical approaches.

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Cite This Study

SungKun Kim (2026) studied this question.

synapsesocial.com/papers/69be38b56e48c4981c67959c https://doi.org/10.5281/zenodo.19079495

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