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Reviewing the Learning Process through Creative Puzzle Solving

DOI: 10.4236/ce.2017.813137, PP. 2009-2035

Keywords: Problem Solving, Puzzle, Review, Motivation, Education, Teaching, Learning Process, Creativity, Creative, Reasoning, Math, Science

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Abstract:

Human beings are at a continuous learning process at various levels and with different motivations during their whole lifetime. Puzzle solving may beneficially be applied to increase the motivation, enhance the mastering apprehension, promote the creative processes, expand the ability to engage and solve miscellaneous challenges from various viewpoints, and hence lead to an improved learning process and problem solving capability. That is, the application of puzzles may lead to better learning and increased knowledge in general, stimulating the reasoning process and the apprehension of the need for both creativity and hard work. Thus, teachers of both students and teachers may find it beneficial to utilize the art of puzzle solving. Typically, the puzzles are very suitable for and mostly used in mathematics and natural science classes. Nevertheless, the puzzles are in general also applicable for any type of class. The aim of this study is to examine and discuss the learning process through applying creative puzzle solving as a teaching tool. These aspects are illustrated through a review of several selected puzzle examples.

References

[1]  Atkinson, J. W. (1957). Motivational Determinants of Risk-Taking Behavior. Psychological Review, 64, 359-372.
https://doi.org/10.1037/h0043445
[2]  Barrow, L. H. (2010). Encouraging Creativity with Scientific Inquiry. Creative Education, 1, 1-6.
https://doi.org/10.4236/ce.2010.11001
[3]  Benestad, O., Botten, G., Holden, I., Lohne, A., & Skaar, B. (1994a). Tallenes tale, Laerebok, Matematikk for 5-timers grunnkurs. [The Talk of the Numbers, Textbook, Mathematics for 5 Hours Basic Course.] Oslo: Universitetsforlaget.
[4]  Benestad, O., Botten, G., Holden, I., Lohne, A., & Skaar, B. (1994b). Tallenes tale, Oppgavebok, Matematikk for 5-timers grunnkurs. [The Talk of the Numbers, Exercise book, Mathematics for 5 Hours Basic Course.] Oslo: Universitetsforlaget.
[5]  Bernal, J. D. (1954, 1978). Vitenskapens historie, Bind 3: Vitenskapen i var tid (p. 934), Pax Forlag, 1978, Original Title: Science in History, Vol. 3: The Natural Sciences in Our Time. Harrogate, North Yorkshire: C. A. Watts & Co. Ltd.
[6]  Davis, R. B. (1989). Learning Mathematics. The Cognitive Science Approach to Mathematics Education. London: Routledge.
[7]  Driver, R. (1993). The Pupil as Scientist? Milton Keynes: Open University Press.
[8]  Escultura, E. E. (2012). Creative Mathematics Education. Creative Education, 3, 45-54.
https://doi.org/10.4236/ce.2012.31008
[9]  Fossland, T. N. (1994). Konstruktivisme i klasserommet, Teoretiske betraktninger og en empirisk undersOkelse av naturfagundervisning. [Constructivism in the Classroom, Theoretical Reflections and an Empirical Investigation of Natural Sciences Teaching.] Oslo: Senter for laererutdanning og skoletjeneste, University of Oslo.
[10]  Gao, T., Jelle, B. P., Sandberg, L. I. C., & Gustavsen, A. (2013). Monodisperse Hollow Silica Nanospheres for Nano Insulation Materials: Synthesis, Characterization, and Life Cycle Assessment. ACS Applied Materials and Interfaces, 5, 761-767.
https://doi.org/10.1021/am302303b
[11]  Gao, T., Jelle, B. P., Sandberg, L. I. C., & Gustavsen, A. (2015). Thermal Conductivity of Monodisperse Silica Nanospheres. Journal of Porous Media, 18, 941-947.
https://doi.org/10.1615/JPorMedia.2015012218
[12]  Gao, T., Sandberg, L. I. C., & Jelle, B. P. (2014). Nano Insulation Materials: Synthesis and Life Cycle Assessment. Procedia CIRP, 15, 490-495.
https://doi.org/10.1016/j.procir.2014.06.041
[13]  Graham, S., & Weiner, B. (1996). Theories and Principles of Motivation. In D. C. Berliner, & R. C. Calfee (Eds.), Handbook of Educational Psychology (pp. 63-84). Upper Saddle River, NJ: Prentice Hall International.
[14]  Hadzigeorgiou, Y., Fokialis, P., & Kabouropoulou, M. (2012). Thinking about Creativity in Science Education. Creative Education, 3, 603-611.
https://doi.org/10.4236/ce.2012.35089
[15]  Hag, P. (1992). MA 10, Matematikk fagdidaktikk, FOlgestudiet, ForelOpig versjon. [MA 10, Mathematical Didactics, The Covering Study, Preliminary Version.] Trondheim: Institutt for matematikk og statistikk, College of Art and Sciences, University of Trondheim.
[16]  Imsen, G. (1993). Elevens verden, InnfOring i pedagogisk psykologi (2nd ed.). [The Pupil’s World. Introduction in Pedagogical Psychology.] Otta: Tano.
[17]  Jelle, B. P. (1995a). Kunsten a tOrre a dumme seg ut i fysikken - og laere av det. [The Art to Dare to Make a Fool of Oneself in Physics - And to Learn from It.] PTFD FYS Integrated Semester Work, Physics Didactics/Pedagogical Theory, Based on Practical Experiences during Teaching in Natural Sciences at Ringve Secondary School in Connection with Practical Pedagogical Education. Trondheim: Institute of Teacher Education and School Development, College of Art and Sciences, University of Trondheim.
[18]  Jelle, B. P. (1995b). Lek i matematikken - Med dybde bakenfor. [Fun in Mathematics - With Content Behind.] FD MA/SE Semester Work, Mathematics Didactics, Based on Practical Experiences during Teaching in Mathematics at Ringve Secondary School in Connection with Practical-Pedagogical Education. Trondheim: Institute of Teacher Education and School Development, College of Art and Sciences, University of Trondheim.
[19]  Jelle, B. P. (2011). Traditional, State-of-the-Art and Future Thermal Building Insulation Materials and Solutions - Properties, Requirements and Possibilities. Energy and Buildings, 43, 2549-2563.
https://doi.org/10.1016/j.enbuild.2011.05.015
[20]  Jelle, B. P. (2016a). Building Integrated Photovoltaics: A Concise Description of the Current State of the Art and Possible Research Pathways. Energies, 9, 1-30.
https://doi.org/10.3390/en9010021
[21]  Jelle, B. P. (2016b). Nano-Based Thermal Insulation for Energy-Efficient Buildings. In F. Pacheco-Torgal, E. Rasmussen, C.-G. Granqvist, V. Ivanov, A. Kaklauskas, & S. Makonin (Eds.), Start-Up Creation: The Smart Eco-efficient Built Environment (pp. 129-181). Amsterdam: Elsevier.
https://doi.org/10.1016/B978-0-08-100546-0.00008-X
[22]  Jelle, B. P., Gao, T., Sandberg, L. I. C., Tilset, B. G., Grandcolas, M., & Gustavsen, A. (2014). Thermal Superinsulation for Building Applications - From Concepts to Experimental Investigations. International Journal of Structural Analysis and Design, 1, 43-50.
[23]  Jelle, B. P., Gustavsen, A., & Baetens, R. (2010). The Path to the High Performance Thermal Building Insulation Materials and Solutions of Tomorrow. Journal of Building Physics, 34, 99-123.
https://doi.org/10.1177/1744259110372782
[24]  Jelle, B. P., Tilset, B. G., Jahren, S., Gao, T., & Gustavsen, A. (2011). Vacuum and Nanotechnologies for the Thermal Insulation Materials of Beyond Tomorrow - From Concept to Experimental Investigations. In Proceedings of the 10th International Vacuum Insulation Symposium (IVIS-X) (pp. 171-178). Ottawa, Canada, 15-16 September, 2011.
[25]  Kordemsky, B. A. (1990). The Moscow Puzzles. London: Penguin Books.
[26]  KUF (1993). Laereplan for grunnskole, videregaende opplaering, voksenopplaering, Generell del. [Curriculum for Primary School, Secondary School, Adult Education, General Part.] Oslo: Det kongelige kirke-, utdannings- og forskningsdepartement (KUF) [The Royal Church, Education and Research Ministry].
[27]  Kvam, A., StOrkersen I. O., & Valdermo, O. (1989). Metodisk veiledning i naturfag. [Methodical Guidance for Natural Sciences.] Oslo: Radet for videregaende opplaering (RVO), Gyldendal Norsk Forlag.
[28]  Lin, Y.-S. (2011). Fostering Creativity through Education - A Conceptual Framework of Creative Pedagogy. Creative Education, 3, 149-155.
https://doi.org/10.4236/ce.2011.23021
[29]  Longshaw, S. (2009). Creativity in Science Teaching. School Science Review, 90, 91-94.
[30]  NCTM (1993). Curriculum and Evaluation Standards for School Mathematics. Reston, VA: National Council of Teachers of Mathematics (NCTM).
[31]  Pisanu, F., & Menapace, P. (2014). Creativity & Innovation: Four Key Issues from a Literature Review. Creative Education, 5, 145-154.
https://doi.org/10.4236/ce.2014.53023
[32]  Polya, G. (1988). How to Solve It, A New Aspect of Mathematical Method (2nd ed.). Princeton: Princeton University Press.
[33]  Riiser, T. (1990). 155 nOtter, Kunster med tall, Fyrstikkoppgaver, Mystiske ord. [155 Nuts, Number Tricks, Exercises with Matches, Mystic Words.] Oslo: Gyldendal Norsk Forlag.
[34]  Rowlands, S. (2011). Discussion Article: Disciplinary Boundaries for Creativity. Creative Education, 2, 47-55.
https://doi.org/10.4236/ce.2011.21007
[35]  RVO (1980). Metodisk veiledning - Fysikk VKI-VKII [Methodical Guidance—Physics VKI-VKII.] RVO \1 Skolelab. for naturfagene, UiO.
[36]  Sandberg, L. I. C., Gao, T., Jelle, B. P., & Gustavsen, A. (2013). Synthesis of Hollow Silica Nanospheres by Sacrificial Polystyrene Templates for Thermal Insulation Applications. Advances in Materials Science and Engineering, 2013, Article ID: 483651, 6 p.
[37]  Schackt, K. (1988). Den kryptiske bok, Hodebry & gater. [The Cryptic Book. Mind Games and Puzzles.] Viborg: Norsk Fogtdal.
[38]  Schmidt, A. L. (2011). Creativity in Science: Tensions between Perception and Practice. Creative Education, 2, 435-445.
https://doi.org/10.4236/ce.2011.25063
[39]  Shaheen, R. (2010). Creativity and Education. Creative Education, 1, 166-169.
https://doi.org/10.4236/ce.2010.13026
[40]  Silverman, M. P. (2015). Motivating Students to Learn Science: A Physicist’s Perspective. Creative Education, 6, 1982-1992.
https://doi.org/10.4236/ce.2015.618203
[41]  Sinicrope, R. (1995). A Pólya Sampler. The Mathematics Teacher, 88, 196-199.
[42]  SjOberg, S. (1992). Naturfagenes didaktikk, Fra vitenskap til skolefag (2nd ed.). [The Didactics of Natural Sciences, From Science to School Subject.] Copenhagen: Gyldendal.
[43]  Skemp, R. R. (1993). The Psychology of Learning Mathematics (2nd ed.). London: Penguin Books.
[44]  Trnova, E., & Trna, J. (2014). Implementation of Creativity in Science Teacher Training. International Journal on New Trends in Education and their Implications, 5, 54-63.
[45]  Wigfield, A. (1994). Expectancy-Value Theory of Achievement Motivation: A Developmental Perspective. Educational Psychology Review, 6, 49-78.
https://doi.org/10.1007/BF02209024
[46]  Young, J. W. A. (1924). The Teaching of Mathematics. In The Teaching of Mathematics in the Elementary and Secondary School (pp. 303-315). New York: Longmans, Green & Co.

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