(NM): 15 college students participate in all 3 conditions. Each participant studied 2 hours an a different test in each

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answerhappygod
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(NM): 15 college students participate in all 3 conditions. Each participant studied 2 hours an a different test in each

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Nm 15 College Students Participate In All 3 Conditions Each Participant Studied 2 Hours An A Different Test In Each 1
Nm 15 College Students Participate In All 3 Conditions Each Participant Studied 2 Hours An A Different Test In Each 1 (64.97 KiB) Viewed 20 times
Nm 15 College Students Participate In All 3 Conditions Each Participant Studied 2 Hours An A Different Test In Each 2
Nm 15 College Students Participate In All 3 Conditions Each Participant Studied 2 Hours An A Different Test In Each 2 (34.66 KiB) Viewed 20 times
Nm 15 College Students Participate In All 3 Conditions Each Participant Studied 2 Hours An A Different Test In Each 3
Nm 15 College Students Participate In All 3 Conditions Each Participant Studied 2 Hours An A Different Test In Each 3 (44.02 KiB) Viewed 20 times
Nm 15 College Students Participate In All 3 Conditions Each Participant Studied 2 Hours An A Different Test In Each 4
Nm 15 College Students Participate In All 3 Conditions Each Participant Studied 2 Hours An A Different Test In Each 4 (41.72 KiB) Viewed 20 times
(NM): 15 college students participate in all 3 conditions. Each participant studied 2 hours an a different test in each condition. The data are presented below. The researcher wants to Mi the Probability of Making a Type 1 Error. Note: M = Mean, SS = Sum of Squares, N = Number Condition, P = People S CW (X-m) (X-M)2 R (X-m) (X-M)2 NM (X-m) (X-M2 Mean People 1 90 5 25 88 5 25 86 Сл 5 25 88 2 89 4 4 16 87 4 16 85 4 16 87 3 88 3 9. 86 4 3 2 3 9 84 3 9 9 86 4 87 N 2. 4 85 N 4 4 83 4. 85 2. 1 5 86 1 1 84 1 1 82 1 84 6 85 0 o 83 0 0 81 O 0 0 83 7 84 - 1 1 82 -1 1 80 -1 1 82 8 83 -2 st . 81 -2 4 76 -5 25 80 9 82 -3 9 80 -3 9 78 -3 9 80 10 81 16 79 N is ń w Ń -4 16 77 -4 La 16 -4 -5 79 11 80 25 78 -5 25 79 -2 4 79 12 87 N 4 85 2 4 83 2 4 85 13 83 -2 4. 82 -1 1 78 -3 9 81 14 88 87 4 4 16 83 N 86 3 -3 9 2 4 1 15 82 78 -5 25 80 -1 80 х 85 X = 83 X 81 GM= 83 SS= 136 SS= 156 SS= 128

Question 5 2 pts If appropriate, conduct post-hoc analysis using Tukey's HSD. What is the critical value? - Note: If appropriate to calculate, Round answer to 2 decimal places. If not appropriate to calculate, input 999 D Question 6 5 pts If appropriate, what is the value of Tukey's HSD for comparing Country to Classic Rock? Note: If appropriate to calculate, Round answer to 2 decimal places. If not appropriate to calculate, input 999 3.42

Question 7 5 pts If appropriate, what is the value of Tukey's HSD for comparing Country Music to No Music? - Note: If appropriate to calculate, Round answer to 2 decimal places. If not appropriate to calculate, input 999 4.899 Question 8 5 pts If appropriate, what is the value of Tukey's HSD for comparing Classic Rock to No Music? - Note: If appropriate to calculate, Round answer to 2 decimal places. If not appropriate to calculate, input 999

Question 12 5 pts If Appropriate, calculate the 95% Confidence Interval for the Differnce between Country Music and No Music (Note: Subtract Larger Mean Minus Smaller Mean). What is the Lower Bound Value? Note: If appropriate to calculate, Round answer to 2 decimal places. If not appropriate to calculate, input 999 -94.76 Question 13 5 pts If appropriate, calculate the Biased Effect Size. What is the value of the Biased Effect Size? - Note: If appropriate to calculate, Round answer to 2 decimal places If not appropriate to calculate, input 999 999
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