fill in the blank Perform a simple effect examining the interaction between the drug groups (factor A) in the 24 hour sleep deprivation condition (b2). (Given: dfs/A=18, MSs/AB=18.333) What was your conclusion?

Dr A wanted to examine how drugs interacted with sleep deprivation on memory errors. She had three drug groups (drug 1, drug 2, placebo) for factor A and two sleep deprivation groups (1 and 24 hrs deprivation) for factor B. The number of memory errors were recorded. The data are listed below. Drug 1 (1) Drug 2 (2) Placebo (as) Ohr 24 hr Ohr 24 hr Ohr 24 hr depriv depriv depriv depriv depriv depriv (61) (b) (b) (12) (b) (12) 13 6 9 14 1 15 5 18 16 7 4 6 7 9 18 6 0 10 15 15 13 13 7 13 40 56 40 12 44 48 666 2 468 830 450 66 530 You performed a Factorial ANOVA on this data and found there to be a significant interaction between drug groups and sleep deprivation groups. Now, you want to look at a specific interaction of interest to better understand your findings. Perform a simple effect examining the interaction between the drug groups (factor A) in the 24 hour sleep deprivation condition (b2). (Given: dfs/A=18, MS:/48=18.333) What was your conclusion? FA862 Fort (2, 18) = 3.56, there is groups in the between condition 0.218 || 6.764 | 6.982 | 0.444 IES no significant interaction a significant interaction no significant difference significant difference no interaction an interaction no difference a difference drug 24 hours sleep deprivation sleep deprivation no deprivation drug 1 drug 2 placebo fail to reject the null hypothesis reject the null hypothesis accept the null vypothesis reject the null fail to reject the null Dr A wanted to examine how drugs interacted with sleep deprivation on memory errors. She had three drug groups (drug 1, drug 2, placebo) for factor A and two sleep deprivation groups (1 and 24 hrs deprivation) for factor B. The number of memory errors were recorded. The data are listed below. Drug 1 (1) Drug 2 (2) Placebo (as) Ohr 24 hr Ohr 24 hr Ohr 24 hr depriv depriv depriv depriv depriv depriv (61) (b) (b) (12) (b) (12) 13 6 9 14 1 15 5 18 16 7 4 6 7 9 18 6 0 10 15 15 13 13 7 13 40 56 40 12 44 48 666 2 468 830 450 66 530 You performed a Factorial ANOVA on this data and found there to be a significant interaction between drug groups and sleep deprivation groups. Now, you want to look at a specific interaction of interest to better understand your findings. Perform a simple effect examining the interaction between the drug groups (factor A) in the 24 hour sleep deprivation condition (b2). (Given: dfs/A=18, MS:/48=18.333) What was your conclusion? FA862 Fort (2, 18) = 3.56, there is groups in the between condition 0.218 || 6.764 | 6.982 | 0.444 IES no significant interaction a significant interaction no significant difference significant difference no interaction an interaction no difference a difference drug 24 hours sleep deprivation sleep deprivation no deprivation drug 1 drug 2 placebo fail to reject the null hypothesis reject the null hypothesis accept the null vypothesis reject the null fail to reject the null