Using Software’s and Technology in Solving Mathematics Problem to Motivate and Accelerate the Learning Process

The purpose of this study was to investigate the use of software and technology in solving mathematics problem for speed-up the learning process. In this research, as a case study we investigated the dynamic properties that lead to transformations into chaos, where the point of resistance and the points of proximity was studied. We discussed the solving of the problem by applying the Matlab software for the case study. It demonstrated the areas of contraction and expansion of the map as well as the points of attracting and repelling. The results showed that the use of information and communication technology in student’s mathematical reasoning skill is effective. The goal of education is to transform a student into a person with high decision-making power and creative solving problems and has the power of reasoning. Citizenship education that can adapt to the complexity of the 21st century.

REFERENCES (12)

Armitage, S., & Leary, R. (2003). E-Learning series: A guide for learning technologist. Heslington Generic Center.

Google Scholar

Gorbunova, N. V., & Kalimullin, A. M. (2017). Simulation of the Process of Training the Future Primary School Teachers for Organizing Extracurricular Activities. Elementary Education Online, 16(4), 1860-1872. https://doi.rg/10.17051/ilkonl....

Google Scholar

Gulick, D. (1992). Encounters with Chaos. New York: McGraw-Hill, Inc.

Google Scholar

Hirsch, M. W., Smale, S., & Devaney, R. L. (2004). Differentiable Equations, Dynamical Systems & An Introduction to Chaos. USA: Elsevier.

Google Scholar

Kalimullin, A. M., & Utemov, V. V. (2017). Open Type Tasks as a Tool for Developing Creativity in Secondary School Students. Interchange, 48, 129-144. https://doi.org/10.1007/s10780....

CrossRef

Google Scholar

Levina, E. Y., Masalimova, A. R., Kryukova, N. I., Grebennikov, V. V., Marchuk, N. N., Shirev, D. A., Renglikh, K. A., & Shagieva, R. V. (2017). Structure and Content of e-Learning Information Environment Based on Geo-Information Technologies. EURASIA Journal of Mathematics, Science and Technology Education, 13(8), 5019-5031. https://doi.org/10.12973/euras....

CrossRef

Google Scholar

Masalimova, A. R., Levina, E. Y., Platonova, R. I., Yakubenko, K. Yu., Mamitova, N. V., Arzumanova, L. L., Grebennikov, V. V., & Marchuk, N. N. (2017). Cognitive Simulation as Integrated Innovative Technology in Teaching of Social and Humanitarian Disciplines. EURASIA Journal of Mathematics, Science and Technology Education, 13(8), 4915-4928. https://doi.org/10.12973/euras....

CrossRef

Google Scholar

Misiurewicz, M., & Štimac, S. (2016). Symbolic dynamics for Lozi maps. Nonlinearity, 29(10), 30-31. https://doi.org/10.1088/0951-7....

CrossRef

Google Scholar

Nagar, A., & Kannan, V. (2018). Topological Transitivity for Discrete Dynamical System.

Google Scholar

10.

Omarova, L. B., Kalimullin, A. M., Grudtsina, L. Y., Korzhuev, A. V., & Zhukova, M. Y. (2018). Philosophical anthropology in postmodernism. XLinguae, 11(3), 76-85. https://doi.org/10.18355/XL.20....

CrossRef

Google Scholar

11.

Unesco. (2004). ICT in Regional Country Australia, Afghanistan, Bangladesh Cambodia, Bhutan, China, Hong Kong, India, Indonesia, North Korea, South Korea, Malaysia, Myanmar, Pakistan, New Zealand, Philippines, Samoa Vietnam, Italian, Srilanka. Retrieved from http://www.unesco.org.

Google Scholar

12.

Zelenina, N. A., & Khuziakhmetov, A. N. (2017). Formation of Schoolchildren’s Creative Activity on the Final Stage of Solving a Mathematical Problem. EURASIA Journal of Mathematics, Science and Technology Education, 13(8), 4393-4404. https://doi.org/10.12973/euras....

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