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Gifted students' skill in solving mathematics problems: A study used gender and ethnicity as differentiating factors in senior high school

Dana Arif Lukmana(1Mail),
(1) Department of Mathematics Education, IAIN Ternate, Ternate, 97727, Indonesia

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This study investigated the skills of math gifted students in high school to solve math problems. Specifically, the researcher took two factors: gender and ethnicity, as differentiators. This study involved 36 mathematically gifted students from three different schools who were randomly se-lected from 48 gifted students who were identified. The two data collection instruments used were mathematical problems (Number Theory, Algebra, and Geometry) and questionnaires, which were organized by referring to Lester's problem-solving stages. The results of the two-way ANO-VA test revealed that the average math problem skill score was 50% of the maximum score (rela-tively low). Another important finding, statistically, there is no difference in math problem skill scores based on either ethnicity or gender. This study implicitly shows that mathematically gifted students in problem-solving processes were not correlated with ethnicity or gender.


Gifted Students; Solving Mathematics Problem; Senior High School; Gender; Ethnicity;


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ACDP. (2013). Gender Equality Goes Beyond Access: Gender Responsive Teaching & Learning Approaches. In Ministry of Education and Culture National Office for Research and Development (BALITBANG) (Issue September).

Aldous, J. (2006). Family, Ethnicity, and Immigrant Youths’ Educational Achievements. Journal of Family Issues, 27(12), 1633–1667.

Argun, Z. (2017). Self-Reflections of Gifted Students in The Context of Mathematical Problem Solving. MOJEM: Malaysian Online Journal of Educational Management, 3(1), 1–17.

Australian Curriculum Assessment and Reporting. (2017). Introduction to the National Literacy and Numeracy Learning Progressions. Department of Education, Skills, and Employment.

Benölken, R. (2015). Gender- and Giftedness-specific Differences in Mathematical Self-concepts, Attributions and Interests. Procedia - Social and Behavioral Sciences, 174, 464–473.

Billstein, R. (1982). A Problem Solving Approach to Mathematics for Elementary School Teachers. The American Mathematical Monthly, 89(1), 67–69.

Birenbaum, M., & Nasser, F. (2005). Ethnic and gender differences in mathematics achievement and in dispositions towards the study of mathematics. Learning and Instruction, 16(1), 26–40.

Blömeke, S., Suhl, U., Kaiser, G., & Döhrmann, M. (2012). Corrigendum to Family background, entry selectivity and opportunities to learn: What matters in primary teacher education? An international comparison of fifteen countries [Teach. Teach. Educ. 28 (1) (2011) 44-55]. Teaching and Teacher Education, 28(3), 484.

Catsambis, S. (1994). The Path to Math: Gender and Racial-Ethnic Differences in Mathematics Participation from Middle School to High School. Sociology of Education, 67(3), 199–215.

Charless, R. I. (2009). The Role of Problem Solving in High School mathematics. 18th Conference on Applied Mathematics, APLIMAT 2009, 1, 16–22.

Cleary, T. J., & Chen, P. P. (2009). Self-regulation, motivation, and math achievement in middle school: Variations across grade level and math context. Journal of School Psychology, 47(5), 291–314.

Cross, J. R. (2021). Gifted Children and Peer Relationships. In the Social and Emotional Development of Gifted Children (2nd ed., pp. 41–54). Prufrock Press.

Department for Education. (2013). The National Curriculum in England: Framework Document (Issue September). Department for Education of United Kingdom.

Else-Quest, N. M., Mineo, C. C., & Higgins, A. (2013). Math and Science Attitudes and Achievement at the Intersection of Gender and Ethnicity. Psychology of Women Quarterly, 37(3), 293–309.

Gillborn, D. (2015). Intersectionality, Critical Race Theory, and the Primacy of Racism: Race, Class, Gender, and Disability in Education. Qualitative Inquiry, 21(3), 277–287.

Haataja, E., Laine, A., & Hannula, M. S. (2020). Educators’ perceptions of mathematically gifted students and a socially supportive learning environment – A case study of a Finnish upper secondary school. Lumat, 8(1), 44–66.

Haavold, P. Ø., & Sriraman, B. (2021). Creativity in problem solving: integrating two different views of insight. ZDM - Mathematics Education, 1(0123456789), 1–14.

Hargreaves, M., & Homer, M. (2008). A comparison of performance and attitudes in mathematics amongst the ‘gifted’. Are boys better at mathematics or do they just think they are? Assessment in Education: Principles, Policy & Practice, 15(1), 19–38.

Heinze, A. (2005). Differences in Problem Solving Strategies of Mathematically Gifted and Non-Gifted Elementary Students. International Education Journal, 6(2), 175–183.

Joseph, C., & Matthews, J. (2014). Equity, opportunity and education in postcolonial southeast Asia. In Equity, Opportunity and Education in Postcolonial Southeast Asia.

Kashefi, H., Yusof, Y. M., Ismail, Z., Men, O. L., Lee, T. J., & Joo, T. K. (2018). Gender and Mathematics Performance of Primary Students in Higher Order Thinking Skills. Proceedings - 2017 7th World Engineering Education Forum, WEEF 2017- In Conjunction with: 7th Regional Conference on Engineering Education and Research in Higher Education 2017, RCEE and RHEd 2017, 1st International STEAM Education Conference, STEAMEC 201, October 2018, 808–811.

Keleş, T. (2021). Gifted eighth, ninth, tenth and eleventh graders’ strategic flexibility in non-routine problem solving. Journal of Educational Research, 114(4), 332–345.

Krutetski, V. (1976). The Psychology of Mathematical Abilities in School Children. University of Chicago Press.

Leikin, R. (2017). On the four types of characteristics of super mathematically gifted students. High Ability Studies, 28(1), 107–125.

Leikin, Roza, Berman, A., & Koichu, B. (2009). Creativity in Mathematics and the Education of Gifted Students. In Creativity in Mathematics and the Education of Gifted Students. SENSE PUBLISHERS.

Liljedahl, P. (2016). Problem Solving in Mathematics Education. In G. Kaiser (Ed.), Encyclopedia of Mathematics Education (13th ed.). Springer.

National Council of Teachers of Mathematics. (2000). Principles and standards for school mathematics. NCTM.

NCTM. (2000). Principles and Standards For School Mathematics. NCTM.

Oakland, T., & Rossen, E. (2005). A 21st-Century Model for Identifying Students for Gifted and Talented Programs in Light of National Conditions: An Emphasis on Race and Ethnicity. Gifted Child Today, 28(4), 56–64.

Oginni, O. I. (2018). Home Background and Students Achievement in Mathematics. Journal of Sociology and Anthropology, Vol. 2, 2018, Pages 14-20, 2(1), 14–20.

Parish, L. (2019). Recognising Mathematical Giftedness. The 42nd Annual Conference of the Mathematics Education Research Group of Australasia), 548–555.

Peteros, E., Gamboa, A., Etcuban, J. O., Dinauanao, A., Sitoy, R., & Arcadio, R. (2019). Factors Affecting Mathematics Performance of Junior High School Students. International Electronic Journal of Mathematics Education, 15(1), 1–13.

Peterson, E. R., Rubie-Davies, C., Osborne, D., & Sibley, C. (2016). Teachers’ explicit expectations and implicit prejudiced attitudes to educational achievement: Relations with student achievement and the ethnic achievement gap. Learning and Instruction, 42, 123–140.

Polya, G. (1949). How to Solve It. Prinston University.

Preckel, F., Goetz, T., Pekrun, R., & Kleine, M. (2008). Gender differences in gifted and average-ability students: Comparing girls’ and boys’ achievement, self-concept, interest, and motivation in mathematics. Gifted Child Quarterly, 52(2), 146–159.

Reed, C. F. (2004). Mathematically Gifted in the Heterogeneously Grouped Mathematics Classroom: Spring, XV(3), 89–95.

Rinn, A. N., McQueen, K. S., Clark, G. L., & Rumsey, J. L. (2008). Gender differences in gifted adolescents’ math/verbal self-concepts and math/verbal achievement: Implications for the stem fields. Journal for the Education of the Gifted, 32(1), 34–53.

Rotigel, J. V., & Fello, S. (2004). Mathematically Gifted Students: How Can We Meet Their Needs? Gifted Child Today, 27(4), 46–51.

Sheffield, L. (2017). Dangerous myths about “gifted” mathematics students. ZDM - Mathematics Education, 49(1), 13–23.

Sriraman, B. (2003). Mathematical Giftedness, Problem Solving, and The Ability to Formulate Generalizations: The Problem-Solving Experiences of Four Gifted Students. The Journal of Secondary Gifted Students, 14(3), 151–165.

Threlfall, J., & Hargreaves, M. (2008). The problem-solving methods of mathematically gifted and older average-attaining students. High Ability Studies, 19(1), 83–98.

Tjoe, H. (2015). Giftedness and Aesthetics: Perspectives of Expert Mathematicians and Mathematically Gifted Students. Gifted Child Quarterly, 59(3), 165–176.

Valero, P., Graven, M., Jurdak, M., & Martin, D. (2015). The Proceedings of the 12th International Congress on Mathematical Education. The Proceedings of the 12th International Congress on Mathematical Education, 285–301.

Walters, A. M., & Brown, L. M. (2012). The Role of Ethnicity on the Gender Gap in Mathematics (Cambridge). Cambridge University Press.

Wang, M. (2017). Gender Gap in Science, Technology, Engineering, and Mathematics (STEM): Current Knowledge, Implications for Practice, Policy, and Future Directions. In Educational Psychology Review (Vol. 29, Issue 1, pp. 119–140).

Wanne, R. T., Anderson, B., & Alysson, J. O. (2013). The Impact of Race and Ethnicity on the Identification Process for Giftedness in Utah. Journal for the Education of the Gifted, 36(4), 487–508.

Worrell, F. C., Subotnik, R. F., Olszewski-kubilius, P., & Dixson, D. D. (2019). Gifted Students. Annual Review of Psychology, 1, 51–76.

Yan, W., & Lin, Q. (2005). Parent Involvement and Mathematics Achievement: Contrast Across Racial and Ethnic Groups. Journal of Educational Research, 99(2), 116–127.


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