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Using animal trails to illustrate mathematical functions: from beach bivalves to moth larvae
Journal article   Open access   Peer reviewed

Using animal trails to illustrate mathematical functions: from beach bivalves to moth larvae

Gregory S. Watson and Jolanta A. Watson
International Journal of Mathematical Education in Science and Technology, Vol.57(4), pp.809-821
2026
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Using animal trails to illustrate mathematical functions from beach bivalves to moth larvae4.89 MBDownloadView
Published Version (Advanced Access) Open Access CC BY-NC-ND V4.0

Expert Quote   02-Apr-2025

UniSC News (Clare McKay)

Abstract

Mathematical functions animal trails nature circle sine curve rose curve bivalve polychaete nematode moth
Connecting mathematics to real-world examples is considered a valuable and informative way to teach students at various educational levels. Typically, this begins at the earlier levels of education entailing skills such as simple numeracy and shape identification. Nature provides a plethora of examples for mathematics and science educators to explore simple and more complex mathematical concepts and patterns. In this paper, we explore the use of real-life examples found in nature to illustrate a range of shapes/functions. Specifically, we use animal trails formed by a bivalve, polychaete, nematode and moth larvae to illustrate a variety of mathematical functions. These include sinusoidal curves, triangular wave functions, parameterisation of a loopy curve and rose curves.

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