Magic star puzzle for educational mathematics
One of the interesting fields in recreational mathematics is the magic number arrangement. There are different kinds of arrays in the arrangement for a group of numbers. In particular, one of the arrays in magic number arrangement is called magic star. In fact, magic star involves combinatorics that...
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my.utm.511512017-09-12T07:12:44Z http://eprints.utm.my/id/eprint/51151/ Magic star puzzle for educational mathematics Yee, Siang Gan Fong, Wan Heng Sarmin, Nor Haniza Q Science QA Mathematics QA76 Computer software One of the interesting fields in recreational mathematics is the magic number arrangement. There are different kinds of arrays in the arrangement for a group of numbers. In particular, one of the arrays in magic number arrangement is called magic star. In fact, magic star involves combinatorics that contributes to geometrical analysis and number theory. Hence, magic star is suitable to be introduced as educational mathematics to cultivate interest in different area of mathematics. To obtain the solutions of normal magic stars of order six, the possible sets of numbers for every line in a magic star have been considered. Previously, the calculation for obtaining the solutions has been done manually which is time-consuming. Therefore, a programming code to generate all the fundamental solutions for normal magic star of order six without including the properties of rotation and reflection has been done. In this puzzle, a magic star puzzle is created by using Matlab software, which enables a user to verify the entries for the cells of magic star of order six. Moreover, it is also user-friendly as it provides interactive commands on the inputs given by the user, which enables the user to detect the incorrect inputs. In addition, user can also choose to view all the fundamental solutions as generated by the programming code. 2013-04 Conference or Workshop Item PeerReviewed Yee, Siang Gan and Fong, Wan Heng and Sarmin, Nor Haniza (2013) Magic star puzzle for educational mathematics. In: Proceedings Of The 20th National Symposium On Mathematical Sciences (SKSM20): Research In Mathematical Sciences: A Catalyst For Creativity And Innovation, PTS A And B, 18 December 2012 through 20 December 2012, Putrajaya; Malaysia. http://dx.doi.org/10.1063/1.4801222 |
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Q Science QA Mathematics QA76 Computer software Yee, Siang Gan Fong, Wan Heng Sarmin, Nor Haniza Magic star puzzle for educational mathematics |
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One of the interesting fields in recreational mathematics is the magic number arrangement. There are different kinds of arrays in the arrangement for a group of numbers. In particular, one of the arrays in magic number arrangement is called magic star. In fact, magic star involves combinatorics that contributes to geometrical analysis and number theory. Hence, magic star is suitable to be introduced as educational mathematics to cultivate interest in different area of mathematics. To obtain the solutions of normal magic stars of order six, the possible sets of numbers for every line in a magic star have been considered. Previously, the calculation for obtaining the solutions has been done manually which is time-consuming. Therefore, a programming code to generate all the fundamental solutions for normal magic star of order six without including the properties of rotation and reflection has been done. In this puzzle, a magic star puzzle is created by using Matlab software, which enables a user to verify the entries for the cells of magic star of order six. Moreover, it is also user-friendly as it provides interactive commands on the inputs given by the user, which enables the user to detect the incorrect inputs. In addition, user can also choose to view all the fundamental solutions as generated by the programming code. |
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Conference or Workshop Item |
author |
Yee, Siang Gan Fong, Wan Heng Sarmin, Nor Haniza |
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Yee, Siang Gan Fong, Wan Heng Sarmin, Nor Haniza |
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Yee, Siang Gan |
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Magic star puzzle for educational mathematics |
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Magic star puzzle for educational mathematics |
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Magic star puzzle for educational mathematics |
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Magic star puzzle for educational mathematics |
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Magic star puzzle for educational mathematics |
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magic star puzzle for educational mathematics |
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2013 |
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http://eprints.utm.my/id/eprint/51151/ http://dx.doi.org/10.1063/1.4801222 |
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