
- ISSN: 2155-7993
- Journal of Modern Education Review
Vinimetric: A Practical Rule for Calculating the General Term of an Arithmetic Progression
(Escola Estadual Embaixador José Bonifácio; Brazil)
Abstract: This paper presents an alternative for calculating the general term of an arithmetic progression. The so-called Vinimetric rule was discovered by Vinícius de Carvalho Oliveira in a 2nd year high school math class. This new approach is presented as a faster and simpler alternative to the conventional use of the formula. The work aims to validate and explore the educational potential of “Vinimetrica”, promoting discussions about new approaches to teaching mathematics and encouraging a creative and questioning school environment.
Key words: arithmetic progression, number sequence, mathematics education
References
Ali, A. (2014). “The Effect of inquiry-based learning method on students’ academic achievement in science course”, Universal Journal of Educational Research, Vol. 2, No. 1, pp. 37–41.
Bortolucci, P. (2024). “Has math always existed or was it invented?”, available online at: https://profes.com.br/bortolucci/blog/a-matematica-sempreexistiu-ou-foi-inventada.
Brazil Ministry of Education (2018). “Secretariat for basic education: Base nacional comum curricular”, Brasília, DF: MEC/SEB. available online at: http://portal.mec.gov.br/docman/abril-2018-pdf/85121-bnccensino-medio/file.
Dante, L. R. (2017). Matemática: Contexto & Aplicações (3rd ed.), Vol. 1, São Paulo: ática publishing house.
Perfect, H. (n.d.). “Leopold Kronecker: A great gentleman in science”, Mathematical Spectrum, Vol. 24, pp. 1–7.
Prado Laryssa. (2024). “Guia do vestibulinho”, available online at: https://guiadovestibulinho.com.br/simulado-online-para-oencceja-ensino-medio/.
Onuchic, L. R., & Alltvato, N. S. G. (2009). “Teaching mathematics in the classroom through problem solving”, GEPEM Bulletin, Vol. 55, pp. 1-19.
O'Connor, J. J., & Robertson, E. F. (2024). “MT tutor Mac.”, accessed on: 29 Oct. 2024, available online at: https://mathshistory.standrews.ac.uk/Biographies/Kronecker/.
Rooney, A. (2012). The History of Mathematics, São Paulo: M. books.
Sampaio, P. (2016). “Infinity a story to tell”, Millennium-Journal of Education, Technologies, and Health, Vol. 34, pp. 205–222.
University of Granada (2024). “Biographies”, available online at: https://www.ugr.es/~eaznar/gauss.htm.






