Question: One week, Ginger decided to collect tutorial satisfaction ratings (0-10) from students enrolled in the first (Monday 8am, N = 17) and last (Friday 4pm,

One week, Ginger decided to collect tutorial satisfaction ratings (0-10) from students enrolled in the first (Monday 8am, N = 17) and last (Friday 4pm, N = 18) scheduled 2203 classes. She calculated the pooled variance of the differences scores and found that the standard error was 1.3. The mean satisfaction ratings were 5.5 and 7.1 respectively.

Is there a statistical difference between the mean satisfaction ratings for each class?

One week, Ginger decided to collect tutorial satisfaction ratings (0-10) from students

Q2) Ginger WESTERN AUSTRALIA Monday Friday X = 5.5 X = 7.1 N = 17 N = 18 SX Man - XFri = 1.3 a) Calculate the t value XMon - XFri 5.5 -7.1 t= t = =-1.23 1.3 SX Mon -X Fri (Independent samples t-test) Not significant - critical value was 2.025 (alpha 5%)

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