WEEK 8
Henle, J. (2021). Mathematics that dances. The Mathematical Intelligencer, 43(3), 73-79. https://doi.org/10.1007/s00283-021-10091-9
Briefly
Summary:
The article "Mathematics
That Dances" by Jim Henle explores the intriguing connections between
dance and mathematics, focusing on the joy and aesthetic pleasure derived from
mathematical structures within dance rather than their practical utility. Henle
discusses various dances and mathematical concepts, including the Binasuan from
the Philippines, which demonstrates properties of rotation akin to algebraic
topology principles. He also touches upon the mathematical exploration of dance
positions, motion, and specific dances like juggling, change ringing, challenge
square dancing, and the "Boxtrot," highlighting their mathematical
foundations and the curiosity they inspire. The piece is an invitation to see
the beauty in the mathematical aspects of dance and the patterns and structures
that underlie artistic expressions.
STOP 1:"This is a
column about the mathematical structures that give us pleasure. Usefulness is
irrelevant. Significance, depth, even truth are optional. If something appears
in this column, it’s because it’s intriguing, or lovely, or just fun. Moreover,
it is so intended."
While this introduction mentions
the practical applications of mathematics, it also sparked my reflection on its
aesthetic side. In the classroom, students often ask "Why do we need to
learn this?" and "How will I use it?". My usual response
highlights the everyday applications of math with real-world examples. However,
this article suggests a different perspective: mathematics, like art, can be
appreciated for its inherent beauty. Even if a mathematical concept has no
immediate practical use, its elegance and internal consistency can be a source
of joy and wonder. In that sense, mathematics can be a "useless" yet
beautiful pursuit, just like many forms of art.
STOP 2:”The Binasuan”
https://www.youtube.com/watch?v=o5RN2P-0D3w
Attempting to replicate the
movements from an illustration left me confused, especially when it was
mentioned that the hand makes two full rotations—720 degrees. This prompted me
to search for the dance online, and what I found was astonishing. It made me
realize how often we overlook the mathematical principles in our actions. The
fusion of dance and mathematics, particularly through concepts like
"Möbius strips" and "spin-1/2 spinor" demonstrated in
dance, is intriguing. This approach not only makes complex theories more
accessible but also showcases the beauty of mathematics and physics in a
tangible way.This is more than just an exploration of concepts; it's an
appreciation of the natural world's mysteries. By observing and engaging with
such dances, we gain a new perspective on the world, bridging science and art
in a meaningful way.
QUESTION: Would you choose to incorporate dance
activities in math lessons to demonstrate and explore mathematical concepts?
How feasible do you think this method is in practical teaching?
Incorporating dance activities into math lessons can be an effective and engaging approach to demonstrate and explore mathematical concepts. This strategy can offer a novel pathway for students to grasp abstract ideas through physical movement, potentially making the learning experience more interactive and memorable. Such an approach may cater well to diverse learning preferences, especially for kinesthetic learners, by fostering a more profound connection between mathematics and real-life movements and patterns. However, the practicality of integrating dance into math lessons can be influenced by factors like class size, available space, curriculum constraints, and teachers' readiness to merge these disciplines. With careful planning and supportive educational settings, integrating dance can significantly enrich the teaching and learning of mathematics.
回复删除I haven't tried integrating dancing in mathematics lessons myself, but I believe that teachers can definitely use dance to teach mathematical concepts and make learning more interactive and enjoyable for students. For instance, exploring patterns and symmetry through dance formations and patterns is one way to do this. even though it may require rearranging the room, this approach is feasible I think and effective in helping students use both the creative and analytical parts of their brain to develop a deeper understanding of mathematical concepts. Additionally, the physical aspect of dancing can make abstract concepts more tangible for students
回复删除To be honest, I haven't tried dance for teaching math concepts during my teaching period. However, I used some music for teaching multiplication tables for grade 4 students.
回复删除Incorporating dance activities into math lessons can be a creative and effective way to demonstrate and explore mathematical concepts, enhancing students' engagement and understanding. However, the feasibility of this method depends on various factors such as the grade level, curriculum constraints, and the resources available.