Mathematics education of yesterday, where the emphasis of procedural rote learning took centre stage, is no longer viable. Today, students must understand the Mathematics that they are learning; that is, Mathematics involves various components or strands that are interdependent and interwoven. The purpose of this study was to assess three of the strands, namely, conceptual understanding, procedural fluency, and strategic competence among 14-year-old students. This study also sought empirical evidence for how the Mathematics proficiency construct contributed to each strand. Results from Rasch Model calibration showed that students were most proficient in conceptual understanding followed by strategic competence and procedural fluency. Conf...
The PISA study measures the mathematical literacy of reasoning, arguing, and problem-solving skills....
The students’ conceptual understanding and procedural fluency have not been yet integrated into the ...
This research is motivated by the problem, not the maximum level of students' mathematical reasoning...
Mathematics education of yesterday, where the emphasis of procedural rote learning took centre stag...
Mathematics education of yesterday, where the emphasis of procedural rote learning took centre stage...
Mathematics is widely regarded as one of the most important subjects in the school curriculum. Indee...
The study was aimed to develop and validate a measurement test to assess mathematical proficiencies ...
It has long been recognised that successful mathematical learning comprises much more than just know...
This research aims to: Analyzing the validity, practicality, and effectiveness of learning tools ori...
M.Ed. (Mathematics Education)This dissertation was on mathematical proficiencies that learners displ...
This study aimed to construct structural equation model of students’ competence in mathema...
Research findings indicate that addressing problem solving and proving activities each day in the cl...
The challenges inherent in assessing mathematical proficiency depend on a number of factors, amongst...
Learning problem-solving in mathematics was a challenge for both learners and teachers because of it...
In the transition years, Grades 7 to 9, the shift from natural numbers to rational numbers and the a...
The PISA study measures the mathematical literacy of reasoning, arguing, and problem-solving skills....
The students’ conceptual understanding and procedural fluency have not been yet integrated into the ...
This research is motivated by the problem, not the maximum level of students' mathematical reasoning...
Mathematics education of yesterday, where the emphasis of procedural rote learning took centre stag...
Mathematics education of yesterday, where the emphasis of procedural rote learning took centre stage...
Mathematics is widely regarded as one of the most important subjects in the school curriculum. Indee...
The study was aimed to develop and validate a measurement test to assess mathematical proficiencies ...
It has long been recognised that successful mathematical learning comprises much more than just know...
This research aims to: Analyzing the validity, practicality, and effectiveness of learning tools ori...
M.Ed. (Mathematics Education)This dissertation was on mathematical proficiencies that learners displ...
This study aimed to construct structural equation model of students’ competence in mathema...
Research findings indicate that addressing problem solving and proving activities each day in the cl...
The challenges inherent in assessing mathematical proficiency depend on a number of factors, amongst...
Learning problem-solving in mathematics was a challenge for both learners and teachers because of it...
In the transition years, Grades 7 to 9, the shift from natural numbers to rational numbers and the a...
The PISA study measures the mathematical literacy of reasoning, arguing, and problem-solving skills....
The students’ conceptual understanding and procedural fluency have not been yet integrated into the ...
This research is motivated by the problem, not the maximum level of students' mathematical reasoning...