Teachers’ Instructional Practices for Promoting Primary One Learners’ Mathematics Competence: A Comparative Study of Busiro and Luuka, Uganda

Authors

  • Sarah Kisa
  • Godfrey Ejuu
  • Joyce Ayikoru Asiimwe

DOI:

https://doi.org/10.47672/ajep.558
Abstract views: 631
PDF downloads: 234

Keywords:

Teachers’ Instructional Practices, learners’ competence, mathematics, comparative

Abstract

Purpose: Mathematics is a globally compulsory school subject and plays a fundamental role in an individual’s daily life activities. Elementary school teachers’ instructional practices are key in fostering among learners the foundational competences in basic number operations. This study explored the instructional practices Primary One teachers in Busiro North and Luuka North Counties can adopt from each other in order to enhance their learners’ mathematics competence.

Methodology: A qualitative approach with an observational multiple case study design was employed to obtain data from 74 purposively selected teachers. Data was collected through non-participant observation. Each teacher was observed teaching mathematics to Primary One learners and interviewed after the lesson. Data obtained was analysed descriptively.

Findings: Findings indicate that teachers use songs, rhymes and games involving mathematical concepts, in both English language and the local languages   to help learners attain competence. Teachers have also embraced use of locally available materials like woven plastic propylene bags (buveera) and banana fibres to make and decorate charts in the classrooms’ mathematics learning areas. Attention grabbers like “Good children, Good teacher”; “We, Work”; are common verbal interactions between teacher and learners when the class seems to lose concentration. Teachers recognise learners’ efforts when they correctly answer oral, written or practical tasks by asking the class to give a classmate “flowers” or “the pa-pa-pa clap”.

Unique contribution to theory, practice and policy: For teachers to help learners’ master mathematical concepts and augment their competence, they should build on learners’ experience and prior knowledge, give learners opportunities to explain their mathematical ideas and use the think – pair – share strategy during problem solving.

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Author Biographies

Sarah Kisa

PhD student: Faculty of Education

Kyambogo University

Godfrey Ejuu

 Lecturer, Faculty of Education

Kyambogo University

Joyce Ayikoru Asiimwe

Lecturer, Faculty of Education

Kyambogo University

References

Alber, R. (2014, January 24). 6 Scaffolding strategies to use with your students [Blog post].

Retrieved from https://www.edutopia.org

Afthina,H., Mardiyana & Pramudya, I. (2017). Think pair share using realistic mathematics education approach in geometry learning. Journal of Physics: Conference Series, 895 (2017), 1 – 6. DOI: 10.1088/1742-6596/895/1/012025.

Amin, M.E. (2005). Social science research: Conception, methodology and analysis. Kampala, Uganda: Makerere University.

Ampurire, P. (2017, January 12). UNEB releases 2016 PLE results, citing high female

completion. Retrieved from http://chimpreports.com

Asikin, M. (2017). Building discourse communities in realistic mathematics education setting.

Retrieved from https://www. researchgate.net

Australian Association of Mathematics Teachers (2008). The practice of assessing mathematics learning. Retrieved from www.aamt.edu.au

Bold, T., Filmer, D., Martin, G., Molina, E., Stacy, B., Rockmore, C., Svensson, J. & Wane, W.

(2017). Enrollment without learning: teacher effort, knowledge and skill in primary

schools in Africa. The Journal of Economic Perspectives, 31 (4), 185-204.

Bose, K. & Seetso, G. (2016). Science and mathematics teaching through local games in preschools of Botswana. South African Journal of Childhood Education, 6 (2), 1 -9. Retrieved from http://www.scielo.org.za/pdf/sajce/v6n2/04.pdf

Brodie, K. (2007). Teaching with Conversations: Beginnings and Endings. For the learning of Mathematics, 27 (1), 17- 23. Retrieved from https://flm-journals.org

Brookhart, S. M. (2008). How to give effective feedback to your students [e-book]. Retrieved

from http://www.perinopbworks.com/f/Effective+Feedback.pdf

Businge, C. (2010, January 20). Best schools in Kampala, Wakiso. New Vision. Retrieved from

https://www.newvision.co.ug

Cairns, E. (2015). Every child is capable of learning maths. Retrieved from https://www.britishcoucil.org/voice-magazine.

Civil, M. D. (2007). Using music to improve learning in mathematics (Masters’ Thesis). The College at Brockport: State University of New York, USA.

Choppin, J. (2007). Engaging Students in Collaborative Discussions: Developing Teachers’ Expertise. In Martin, W. G., Strutchens, M. E. and Elliott, P. C. (Eds.), The Learning of Mathematics: Sixty Ninth Yearbook, National Council of Teachers of Mathematics (NCTM), 129 – 139.

Chowdhury, S. R. (2017). Why children do well in street maths but not in the classroom:

Researchers fault teaching methods. Retrieved from https://www.scroll.in

Conway, P. F. & Sloane, F. C. (2005). International trends in post-primary mathematics education: Perspectives on learning, teaching and assessment. Dublin, Ireland: National Council for Curriculum and Assessment.

Creswell, J. W. (2009). Research design: Qualitative, quantitative, and mixed methods approaches (3rd ed.). London, United Kingdom: Sage.

Creswell, J. W. (2012). Educational research: Planning, conducting and evaluating quantitative and qualitative research (4th ed.). London, United Kingdom: Sage.

Denhere, C., Chinyoka, K. & Mambeu, J. (2013). Vygotsky’s zone of proximal development.

DOI: 10.1177/2332858416673968

DoodleMaths Team. (2016, June 9). More on rote learning vs mathematical reasoning vs problem solving [Blog post].Retrieved from http://doodlemaths.com

Early Education. (2012). Development matters in the early years foundation stage (EYFS). Retrieved from http://www.foundationyears.org.uk/files/2012/03/Development-Matters-FINAL-Print-AMENDED.pdf

Early Years. (2018). Maths through play. Retrieved from http://www.cheetam.manchester.sch.uk/wp-content/uploads/2018/04

Fatima, R. (2015). Role of mathematics in the development of society. Retrieved from

www.ncert.nic.in.pdf_files

Fleer, M. & Raban, B. (2015). Early childhood literacy and numeracy: Building good practice. Retrieved from http://www.dss.gov.au/sites/default/files/documents/05-2015/edf13-0077_ec_literacy_and_numeracy_building_good_practices_resources_booklet_acc.pdf

Frye, D., Baroody, A. J., Burchinal, M., Carver, S. M., Jordan, N. C. & McDowell, J. (2013).

Teaching math to young children: A practice guide (NCEE 2011-4005). Washington,

DC: National Center for Education Evaluation and Regional Assistance. Retrieved from

http://whatworks.ed.gov

Hattie, J. & Timperley, H. (2007). The power of feedback. Review of Educational Research,

(77), 81- 112.doi: 10.3102/003465430298487.

Gahagan, K. (2009). Teaching Math not a Simple Equation. Retrieved from http://www.rapidcityjournal.com/news/article-06f820b2-dla4-11de-ad2f-001cc4c03286.html

Iyanda, T. (2017). Importance of mathematics in national development. Retrieved from

www.afripaf.com

Johnson, D.W. & Johnson, R.T. (2005). New developments in social interdependence theory. [Monograph], Genetic, social and general psychology, 131 (4), 285-358.

Kumar, R. (2011). Research methodology: A step- by- step guide for beginners (3rd ed.). [e- book]. Retrieved from www.sagepublications.com

Kwok, A. P. & Lau, A. (2015). An Exploratory Study on Using the Think-Pair-Share Cooperative Learning Strategy. Journal of Mathematical Sciences, 2 (2015) 22-28. Retrieved from www.researchgate.net

Lee,C., Li, H. & Shahrill, M. (2018). Utilising the think-pair-share technique in the learning of probability. International Journal on Emerging Mathematics Education (IJEME), 2 (1), 49-64 DOI: http://dx.doi.org/10.12928/ijeme.v2i1.8218

Lee, J. & Son, J. (2015). Two teacher educators’ approaches to developing preservice elementary teachers’ mathematics assessment literacy: Intentions, outcomes and new learning. Retrieved from http://www.jstor.org/stable/10.2979/teacherlearninqu.3.1.37

Markusic, M. (2009). Instructional Paradigms: Learner-Centred versus Teacher-Centred.

Retrieved from http://www.uoregon.edu/~tip/resources/newteach/c-syllabus

McFadzien, N. (2015). Why is effective feedback so critical in teaching and learning? Journal of Initial Teacher Inquiry (2015) 1, 16 – 18. Retrieved from www.creativecommons

Mayanja, R. (2018). Kampala, Wakiso shine as rural schools post dismal performance. Retrieved from http://www.pmldaily.com/categort/investigations/special-reports.

Meroni, E. C. & Battistin, E. (2016). Should we increase instruction time in low achieving schools? Evidence from Southern Italy. Economics of Education Review, 55, 39- 96. https://doi.org/10/1016/j.econedurey.2016.08.003

Ministry of Education and Sports. (2014). Teacher initiative in Sub-Saharan Africa (TISSA)

Uganda: Teacher issues in Uganda- A shared vision for an effective teachers’ policy.

Dakar, Senegal: UNESCO.

Minnoni, E., Tomei, N. & Collini, M. (2017). The value of feedback in the learning process. Teaching and Learning Together in Higher Education, 20 (2017), 1 - 6. Retrieved from http://repository.brynmawr.edu/tlthe/vol1/iss20/8

National Curriculum Development Centre. (2006). The national primary school curriculum for Uganda: Teacher’s guide primary one. Kampala, Uganda: Author.

National Curriculum Development Centre. (2013). Basic education curriculum framework for Uganda. Kampala, Uganda: Author.

Neal, D. (2007). Using appropriate resources to assist in developing mathematical ideas. Retrieved from www.aamt.edu.au

Norlin, S. (2014). The importance of feedback. Journal of Best Teaching Practices, April 2014, 11 –12. Retrieved from http://teachingonpurpose.org/wp-content/uploads/2015/03/Norlin-S.-2014

Ogan, G. C. (2015). Mathematics as a tool for achieving the Vision 2020 goal of national transformation. International Journal of Education, Learning and Development, 3 (8), 57-61.

Owens, S. A. (2013). We teach how we’ve been taught: Expeditionary learning unshackling sustainability education in U.S. public schools. Journal of Sustainability Education, 5.1 – 9. Retrieved from http://www.susted.org/

Schenke, K., Rutherford, T., Lam, A. C. & Bailey, D. H. (2016). Construct confounding among predictors of mathematics achievement. AERA Open, 2, (2) 1–16. DOI: 10.1177/2332858416648930

Schwartz, K. (2017, April 12). Why giving effective feedback is trickier than it seems [Blog post]. Retrieved from https://ww2.kqed.org/mindshift

Serio, M. (2014). Engaging students in mathematical communication: Teaching for understanding (Masters’ Thesis). University of Toronto: Canada. Retrieved from www.creativecommons

Sharples, J., Slavin, R., Chambers, B. & Sharp, C. (2011). Effective classroom strategies for

closing the gap in educational attainment for children and young people living in

poverty, including white working-class boys. London, Great Britain: Centre for

Excellence and Outcomes in Children and Young People’s Services. Retrieved from

www.bestevidence.org.uk

Siyepu, S. (2013). The zone of proximal development in the learning of mathematics. South African Journal of Education, 33 (2), 1-13. Retrieved from www.sajournalofeducation.co.za. DOI: 10.15700/saje.v33n2a714

Tanujaya, B. & Mumu, J. (2019). Implementation of think –pair – share to mathematics instruction. Journal of Education and Learning (EduLearn), 13 (4), 510 – 517. DOI: 10.1159/edulearn.v13i4.14353.

Taylor, H. P. (2014). How children learn mathematics and the implications for teaching. Retrieved from https://www.semanticsscholar.org DOI:10.4135/9781526401601.n1

Paper presented at the Hawaii International Conference on Education in Honolulu, HI on January 7, 2010.

ThinkingKap Learning Solutions. (2015). The secret to instructional design. Retrieved from

www.ThinkingKaplearning.com

Tint, S. S. & Nyunt, E.E. (2015). Collaborative learning with think -pair - Share technique. Computer Applications: An International Journal (CAIJ), 2, (1), 1 – 11. DOI: 10.5121/caij.2015.2101

Turner, J. C., Warzon, K. B. & Christensen, A. (2011). Motivating mathematics learning: Changes in teachers’ practices and beliefs during a nine-month collaboration. American Educational Research Journal, 48 (3), 718 – 762. https://doi.org/10.3102/0002831210385103.

University of Manchester. (2012). Traditional teaching methods still dominant in maths classrooms. Retrieved from https://phys.org

Uwadiae, I. (2017). Mathematics remains indispensable to national development. Retrieved from www. thechronicleofeducation.com

Uwezo. (2016). Are our children learning? : Uwezo Uganda sixth learning assessment report. Kampala, Uganda: Twaweza East Africa. Retrieved from http://www.twaweza.org/go/uwezo-reports

Van Geel, M., Keuning, T., Visscher, A. J. & Fox, J. P. (2016). Assessing the effects of a school-wide data-based decision-making intervention on student achievement growth in primary schools. American Educational Research Journal, 53: 2, 360-394, DOI: 10.3102/0002831216637346 Retrieved from http://aerj.aera.net

Verschaffel, L., Torbeyns, J. & Smedt, B. (2017). Young children’s early mathematical competence: Analysis and Simulations. Retrieved from https://hal.archives-ouvertes.fr

Wang, S., Rubie-Davies, C. M. & Meissel,K. (2019). Instructional practices and classroom interactions of high and low expectation teachers in China. Social Psychology of Education, 22 (2019), 841 – 886. https://doi.org/10.1007/s11218-019-09507-4

Wray, D. (2006). From learning to teaching. In Arthur, J., Grainger, T., & Wray, D. (Eds.), Learning to teach in the primary school (pp. 57-68). [e-book]. Retrieved from www.pdfdrive.net

Yan, L. (2009). Math teachers: What influences their teaching methods? (Senior Theses). Trinity College, Hatford. Retrieved from http://digitalrepository.trincoll/edu/theses/34

Yolisigira, Y. (2014, November 12). Luuka education sector in sorry state. The Monitor. Retrieved from www.monitor.co.ug

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Published

2020-08-18

How to Cite

Kisa, S., Ejuu, G., & Asiimwe, J. A. (2020). Teachers’ Instructional Practices for Promoting Primary One Learners’ Mathematics Competence: A Comparative Study of Busiro and Luuka, Uganda. American Journal of Education and Practice, 4(1), 44 - 59. https://doi.org/10.47672/ajep.558

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