Applications of partial derivatives in economics: cost and production function

Authors

  • Norman Rafael López Sánchez Bachelor's Degree in Education Sciences with a Minor in Mathematical Physics, National Autonomous University of Nicaragua, Managua. Multidisciplinary Regional Faculty of Estelí. https://orcid.org/0009-0004-5710-8159
  • Cliffor Jerry Herrera Castrillo PhD in Applied Mathematics National Autonomous University of Nicaragua, Managua. Multidisciplinary Regional Faculty of Estelí. https://orcid.org/0000-0002-7663-2499

DOI:

https://doi.org/10.5377/rtu.v13i37.18131

Keywords:

Cost function, Partial derivatives, Economics, Production and problem solving

Abstract

This research article is entitled "Applications of partial derivatives in economics: Cost and production function", which consists of a series of situations with their respective solutions applicable in the area of economics and business. The objective of this study is to have a guide of problems with their respective solutions by means of partial derivatives applied in the area of Administration and Economics. A descriptive analysis and a mixed approach with a qualitative predominance were used, providing a better acquisition of the exact sciences since relevant aspects were taken from different reliable sources of information. Through this study it was possible to obtain quality results that help to promote and increase the knowledge of both students and teachers who can access this study and this contributes to the development of meaningful learning in economic and administrative sciences, since it takes the aspects of innovation in problem solving and also allows to strengthen critical thinking.

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References

Brousseau, G. (1983). Fondements et méthodes de la didactique des mathématiques. Recherches en Didactique des Mathématiques, 7(2).

Cando, J. A. (2020). Determinación de los costos de producción de la empresa "PELILEO STORE". Ecuador: SENESCYT.

Hernández Mendoza , S. L., y Duana Avila , D. (2020). Técnicas e instrumentos de recolección de datos . Boletín Científico de las Ciencias Económico Administreativas del ICEA, 9(17), 51-53. https://repository.uaeh.edu.mx/revistas/index.php/icea/issue/archive

Hernández Sampieri, R., Fernández Collado, C., y Baptista Lucio, M. d. (2014). Metodología de la investigación. México.D.F: McGraw-Hill Interamericana.

Herrera Castrillo, C. J. (2023). Interdisciplinariedad a través de la Investigación en Matemática y Física. Revista Chilena de Educación Matemática, 15(1), 31-45. doi:https://doi.org/10.46219/rechiem.v15i1.126

Moriana, M. B. (2003). ECONOMÍA Y MATEMÁTICAS; PRODUCTIVIDAD, TRABAJO Y DISTRIBUCIÓN DE. Madrid-España.

Taylor, S. J., y Bogdan, R. (2001). Introducción a los métodos cualitativos de investigación (3 ed.). Paidós Ibérica, S.A.

Valhondo, J. B., y Llovera Sáez, F. J. (2014). Organización de la producción: una perspectiva histórica. Barcelona-España: ESERP.

Published

2024-06-25

How to Cite

López Sánchez , N. R. ., & Herrera Castrillo, C. J. (2024). Applications of partial derivatives in economics: cost and production function. Torreon Universitario Magazine, 13(37), 161–173. https://doi.org/10.5377/rtu.v13i37.18131

Issue

Section

Social sciences, Business education and Law