A statistics course at a large university is taught in each semester. A student has noticed that the students in semester 1 and semester 2 are enrolled in different degrees. To investigate, the student takes a random sample of 25 students from semester 1 and 25 students from semester 2 and records their final marks (%) provided in the table below. Excel was used to generate descriptive statistics on each sample.
Assume that student final marks are normally distributed in each semester. Sample of semester 1 final marks 65854596824555578364536355556276856052885377836771 Sample of semester 2 final marks 45464581524082546065535487566058757753657559636554 Semester 1 Mean Stan dard Error Median Mode Standard Deviation Sample Variance Range Minimum Maximum Sum Count 65.482.679635513.395179.43434588163725 Semester 2 Mean Standard Error Median Mode Standard Deviation Sample Variance Range Minimum Maximum Sum Count 60.962.5136595412.568157.96474087152425 Estimate a 95% confidence interval for the difference in the proportions of students who received a high distinction in semester 1 to semester 2.
Conflict
A situation or process in which individuals or groups have opposing interests, values, or goals, which can lead to disagreement or confrontation.
Negatively Affected
Being impacted in an adverse or detrimental manner, often resulting in decreased performance or well-being.
Constructive Conflict
The positive and productive resolution of differences and disagreements that contributes to the goals and success of a group or organization.
Positive Application
The act of applying a concept, principle, or method in a way that results in beneficial or favorable outcomes.