| dc.contributor.advisor | 
Mogari, L. D. 
 | 
 | 
| dc.contributor.author | 
Bester, Lynette 
 | 
 | 
| dc.date.accessioned | 
2014-10-23T06:07:30Z | 
 | 
| dc.date.available | 
2014-10-23T06:07:30Z | 
 | 
| dc.date.issued | 
2014-10-23 | 
 | 
| dc.date.issued | 
2014-07 | 
 | 
| dc.identifier.citation | 
Bester, Lynette (2014) Investigating the problem-solving proficiency of second-year Quantitative Techniques students : the case of Walter Sisulu University, University of South Africa, Pretoria, <http://hdl.handle.net/10500/14214> | 
en | 
| dc.identifier.uri | 
http://hdl.handle.net/10500/14214 | 
 | 
| dc.description.abstract | 
Quantitative Techniques is traditionally a subject with a poor pass rate at Walter Sisulu
University. In search of a turnaround strategy, the purpose of this study was to determine the
level of problem-solving proficiency of Quantitative Techniques students, which is suspected
to influence achievement in this subject. A descriptive survey design was used in this
research. Second-year ND (Marketing) students (128) took part in the study. A questionnaire
and a written test were used to collect data. A profile of participants’ problem-solving was
determined. Their weaknesses and strengths in problem-solving were investigated. The
problem-solving proficiency of participants with regards to the biographical variables of
Gender, Age, Mathematics background and whether they took Data Handling training at
school or not were explored.
A model, based on Polya’s four stages of problem-solving, was used to measure the students’
level of problem-solving proficiency, which was 59,16%. Findings suggest that the students
achieved highest in understanding a problem (72,29%) and making a plan to solve the
problem (73,77%). They are weakest at interpreting their results (29,38%). MANOVA results
showed no statistical significance for the biographical variables. The univariate results
suggest that age, Data Handling training at school and Gender could affect problem-solving
proficiency. Since the findings of this study indicate a strong relationship between participants’ problem-solving proficiency and their actual achievement, some intervention is
recommended. An intervention could be in the form of a section on problem-solving in the
course, supplemental instruction or an introductory course. Course and curriculum content should be revised to address students’ proficiency in problem-solving. | 
en | 
| dc.format.extent | 
1 online resource (xiii, 166 leaves) : illustrations | 
 | 
| dc.language.iso | 
en | 
en | 
| dc.subject | 
Problem-solving | 
en | 
| dc.subject | 
Problem-solving proficiency | 
en | 
| dc.subject | 
Quantitative Techniques | 
en | 
| dc.subject | 
Problem-solving models | 
en | 
| dc.subject | 
Mathematics | 
en | 
| dc.subject | 
Age | 
en | 
| dc.subject | 
Data handling | 
en | 
| dc.subject | 
Gender | 
en | 
| dc.subject.ddc | 
507.21096875 | 
 | 
| dc.subject.lcsh | 
Walter Sisulu University for Technology & Science -- Students -- Research | 
en | 
| dc.subject.lcsh | 
Problem solving -- Study and teaching (Higher) -- South Africa -- Port Elizabeth | 
en | 
| dc.subject.lcsh | 
Science -- Ability testing -- South Africa -- Port Elizabeth | 
en | 
| dc.subject.lcsh | 
Science -- Study and teaching (Higher) -- South Africa -- Port Elizabeth | 
en | 
| dc.subject.lcsh | 
Problem-based learning -- South Africa -- Port Elizabeth | 
en | 
| dc.subject.lcsh | 
Science -- South Africa -- Port Elizabeth -- Methodology | 
en | 
| dc.title | 
Investigating the problem-solving proficiency of second-year Quantitative Techniques students : the case of Walter Sisulu University | 
en | 
| dc.type | 
Dissertation | 
en | 
| dc.description.department | 
Mathematical Sciences | 
 | 
| dc.description.degree | 
M. A. (Statistics Education) | 
 |