Determinants of Senior Secondary School Students’ Logical Reasoning in Problem-Solving and Mathematics Achievement in Olamaboro Local Government Area of Kogi State, Nigeria
Keywords:
Mathematics Achievement, Problem-Solving, Logical ReasoningAbstract
This study examined the determinants senior secondary school of students’ logical
reasoning and mathematics achievement. Three factors; age, sex and class level
were viewed as determinants of students’ logical reasoning. Ex-post-facto research
design was used for the study and the sample size was 420 senior secondary
school students in Olamaboro Local Government Area of Kogi State-Nigeria.
Three research questions were raised and three hypotheses also stated and tested
at 0.05 level of significance. The instrument used for data collection was
“Mathematical Reasoning Test (MRT)” developed by the researchers and
validated by two mathematics Educators and one measurement and evaluation
lecturer. The reliability of the instrument was determined using inter-rater
approach and kendall’s coefficient of concordance statistic gave .84. Data was
analysed using t-test and analysis of variance. The findings revealed among
others that; age and class levels determine students’ logical reasoning in
mathematics. It was recommended that age and class level should be given serious
recognition in planning and organizing the mathematics curriculum.
References
Abede, B. (2001). The development of logical reasoning in Ethiopian School Children. Unpublished
Dissertation. Boston University.
Abiam, P. O. & Odok, J. K. (2006). Factors in Students' achievement in different branches of secondary
school Mathematics. Journal of Education and Technology, 1(1), 161 - 168.
Adeleke, M. A. (2007) Gender Disparity in Mathematical Performance Revisited: Can Training in
Problem Solving Bring Difference Between Boys and Girls? Retrieved on October 9th, 2011
from http://www.usca.edu/essays/vol212007/adeleke.pdf
Aiyedun, J. O. (2000). Influence of sex difference of students on their achievement in secondary
school mathematics. Abacus: Journal of Mathematical Association of Nigeria, 25 (1), 102
- 113.
Brandy, K. E. and Eisten, R. M. (1995). Gender Bias in the Classroom. A Critical Review of the
Literature and Implication for Future Research. Journal of Research and Development in
Education, 29(1), 9-19.
Fajemidagba, M.O. (2003). Piagetian Cognitive Demand and Levels of Logical Reasoning Items:
Implications for Secondary School Mathematics Curriculum Sequencing. African Journal
of Research in Education, 1(1): 94-102.
Jahun, U. I. (1989). Construction and standardization of mathematics achievement test for junior
secondary school three students in Kaduna, Kano and Kastina states in Nigeria:
Unpublished Ph.D. Dissertation. Ahmadu Bello University, Zaria, Nigeria.
Jahun, U. I. & Momoh, S. J. (2001). The effect of environment and sex on the mathematics achievements
of Junior Secondary School Three students in Kwara State. Abacus: Journal of Mathematical
Association of Nigeria, 26 (1) 53 - 58.
Kadiri, S. A. (2004). The Effectiveness of the Personalized System of Instruction in Mathematics
among Secondary School Students in Osun State. Unpublished Ph.D Thesis, Obafemi
Awolowo University, Ile-Ife.
Marrycross, K. (2004). The effect of Mastery Learning Strategy on Pupils Cognitive Achievement in
Mathematics in Primary Schools. Unpublished M.Ed Project. Institute of Education,
University of Ibadan: Ibadan, Nigeria.
Ohuche, R.O. and Otada, B. (eds.) (2002). Perspective in Educational Research and National
Development. Onitsha: Summer Educational Publishers (Nig). Ltd.
Reyes, L. H. and Stanic, G. M. A. (1988). Race, Sex, Socio-economic status and Mathematics. Journal
for Research in Mathematics Education, 19 (1), 26-40.
Salman, M. F. (1997). Effects of mathematical language as advance organizer on senior secondary
students' performance in mathematical word problem. Unpublished Ph.D. Dissertation.
University of Ilorin, Ilorin, Nigeria.
Smith, S. E. and Walker, W. J. (1988). Sex differences on New York State Regents examination
support for the differential course. Taking hypotheses. Journal for Research in Mathematics
Education, 19 (1), 81 - 84.