10) Step 1 is to find mean sum of square of between group and mean sum of square of within group:
Mean sum of square of between group (MSBG)= Sum of square of between group (SSBG) / dfBG
= 980.40/5
= 196.08 is the answer
19) 83.44 is the answer
Question 18 1 pts Your study has 6 conditions and 86 participants. All you know right...
Question 12 0 pts Suppose a hypertension trial is mounted and 18 participants are randomly assigned to one of the comparison treatments so that each treatment group has 6 participants. Each participant takes the assigned medication and their systolic blood pressure (SBP) is recorded after 6 months on the assigned treatment. The ANOVA table is as follows (You should be able to figure out values in the numbered cells): Source Between-Group 2376.8 Within-Group 846.2 Total Sum of Squares df Mean...
Question 5 1 pts A study of depression and exercise was conducted. A total of 4 groups were used: each group differs by the extent to which group members exercise. A depression rating (scale: 1-100, a continuous variable) was given to all 1180 participants in the sample. An incompleted ANOVA table is provided below. What is the obtained F (ie, value in Cell [8])? Sum of Squares df Mean Square F Between-Group [1] [2] [5] Within-Group 142 [3] [6] Total...
Four groups of college students underwent a sleep deprivation study. There were 6 participants per condition. They had been deprived of sleep for 0, 6, 12, or 24 hours. Afterwards, a memory test was given. An ANOVA was conducted in Microsoft Excel and the results are given in the table below. Follow-up this ANOVA with a post hoc test (α= .01) to determine which groups differed. Construct a table of mean differences to organize the means. Make certain to explain...
A study of 6 different weight loss programs involved 120 subjects. Each of the 6 programs had 20 subjects in it. The subjects were followed for 12 months. Weight change for each subject was recorded. We want to test the claim that the mean weight loss is the same for the 6 programs. (a) Complete the following ANOVA table with sum of squares, degrees of freedom, and mean square (Show all work): Source of Variation Sum of Squares (SS) Degrees...
I need help with #18 and #19 please Question 18 A 2x2 study included n=8 participants to evaluate the differences between two conditions. What is the df within of this study? O 32 28 O 16 OB Question 19 A 2 x 3 ANOVA included n= 36 participants, assuming equal numbers of participants, what is the n of the study? 12 6 3 None of these is correct
I The following data were obtained from a study comparing 3 treatment conditions, with 5 participants in each treatment condition. Assuming the statistic reported below is significant at .05 conduct Tukey post hoc tests for all pairwise comparisons. Treatment 1 Treatment 2 Treatment 3 Means MS SS 70 F=10.51 Source Between Treatments Within Treatments Total 3.33 110 :
HW Chapter 8 [Spring 2019] Started: Mar 17 at 7:24pm Quiz Instructions Question 16 1 pts The mean square is: O all of the provided answers D calculated by dividing the sum of squares between by the degrees of freedom between. calculated by dividing the sum of squares within by the degrees of freedom within. is a method for assessing variation in conjunction with the sums of squares measures. Previous Next HW Chapter 8 [Spring 2019] Started: Mar 17 at...
D Question 23 1 pts A recent research study involved the effects of several dosage levels of a new drug (Factor A) and severity of depression (Factor B) on mood (dependent variable). Their partial summary table is shown here. Sum of f Mean SquareF Squares ource Between Factor A Factor B A x B Interaction Within Total 100 40 300 96 560 107 If participants were evenly distributed in the cells, how many participants were in each cell? 910 12
my 20 pts Question 3 Four groups of college students underwent a sleep deprivation study. There were 6 participants per condition. They had been deprived of sleep for 0,6, 12, or 24 hours. Afterwards, a memory test was given. An ANOVA was conducted in Microsoft Excel and the results are given in the table below. Follow-up this ANOVA with a post hoc test (-01) to determine which groups differed. Construct a table of mean differences to organize the means. Make...
A Clinical Psychologist wants to know what color is the most relaxing, to design new “calm” waiting rooms for dentists. Three different colors are viewed by participants and rated on a scale (0 – 10) to quantify the level of relaxation caused by the color. The n value and mean for each color are shown below, higher scores mean greater relaxation. Complete the source table below and answer the accompanying questions. Red Green Blue n = 9 n = 9...