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On counting the physical faces of hexaflexagons

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dc.contributor.authorMina, Kristel Ann L.
dc.contributor.authorCaoile, Jan Francis F.
dc.contributor.authorLopez, Catherine Joy D.
dc.contributor.authorUbungen, Roselda P.
dc.date.accessioned2025-09-03T04:04:59Z
dc.date.available2025-09-03T04:04:59Z
dc.date.issued2019-05
dc.descriptionFull text.
dc.description.abstractThe purpose of this descriptive pure basic mathematics research is to develop an algorithm 10 generate physical faces of hexaflexagon when both pinch and tuck flex are applied. Furthermore, finding an efficient way to count the number of physical faces of a hexaflexagon composed 9n-regular triangle where n? 2 was also considered in this study. Following the developed algorithm in generating physical faces of hexaflexagon may take quite some time or even longer. There are no known short method that could lead to the termination of the algorithm. Three consecutive tuck flex is the shortest pattern observed. It was established that the number if physical faces of a hexaflexagon depends on the number of color combination and their arrangement into the faces of the hexaflexagon.
dc.identifier.citationMina, K. A. L., Caoile, J. F. F., Lopez, C. J. D., & Ubungen, R. P. (2019) On counting the physical faces of hexaflexagons [Unpublished Undergraduate thesis]. Don Mariano Marcos Memorial State University - South La Union Campus, Agoo, La Union.
dc.identifier.urihttps://lakasa.dmmmsu.edu.ph/handle/123456789/294
dc.language.isoen_US
dc.publisherDon Mariano Marcos Memorial State University - South La Union Campus
dc.sdgSDG 9
dc.titleOn counting the physical faces of hexaflexagons
dc.typeThesis
dspace.entity.typePublication
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