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2018 Semester 2 Male 28 Fail 2018 Semester 2 Female 28 Fail 2018 Semester 2 Male 42 Fail 2018 Semester 2 Female 43 Fail 2018

2018 Semester 2 Male 28 Fail
2018 Semester 2 Female 28 Fail
2018 Semester 2 Male 42 Fail
2018 Semester 2 Female 43 Fail
2018 Semester 2 Female 44 Fail
2018 Semester 2 Female 46 Fail
2018 Semester 1 Female 50 Pass
2018 Semester 1 Male 50 Pass
2018 Semester 2 Female 50 Pass
2018 Semester 2 Female 57 Pass
2018 Semester 1 Male 62 Pass
2018 Semester 2 Male 62 Pass
2018 Semester 1 Male 64 Pass
2018 Semester 1 Male 64 Pass
2018 Semester 1 Female 65 Credit
2018 Semester 1 Male 66 Credit
2018 Semester 2 Female 66 Credit
2018 Semester 2 Male 67 Credit
2018 Semester 1 Female 68 Credit
2018 Semester 1 Female 71 Credit
2018 Semester 2 Female 72 Credit
2018 Semester 2 Male 72 Credit
2018 Semester 2 Female 72 Credit
2018 Semester 1 Female 73 Credit
2018 Semester 1 Female 77 Distinction
2018 Semester 2 Female 77 Distinction
2018 Semester 1 Female 78 Distinction
2018 Semester 1 Female 79 Distinction
2018 Semester 1 Female 80 Distinction
2018 Semester 1 Male 82 Distinction
2018 Semester 2 Female 82 Distinction
2018 Semester 1 Male 84 Distinction
2018 Semester 2 Male 84 Distinction
2018 Semester 1 Male 86 High Distinction
2018 Semester 1 Male 86 High Distinction
2018 Semester 2 Male 91 High Distinction
2018 Semester 1 Male 95 High Distinction
2018 Semester 2 Male 96 High Distinction

a)Descriptive Statistics - use descriptive statistics and data visualization techniques such as measures of central tendency (mean, median, mode), variation (range, variance and standard deviation) and shape (box plots, histograms, frequency tables, etc.), summarise and compare data. For example, you can compare two different years or two different semesters or different genders

Hint: watch the video of Use data analysis toolbox of excel (on module6)

b) Confidence interval estimates for the mean/proportion and/or confidence interval for the difference between two means. State the assumptions clearly c) Hypothesis testing for the mean/proportion and/or the difference between two

Means. State the assumptions clearly

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