Question

In: Math

What are the two types of variances which can occur in your data? ANOVA and ANCOVA/Experimenter...

What are the two types of variances which can occur in your data? ANOVA and ANCOVA/Experimenter and participant/Between and within group/Independent and confounding. What test statistic is used to test the hypothesis in ANOVA? Mann Whitney/Chi square/R ratios/F test (score). How many dependent variables must you have for an ANOVA to be conducted? 3 ratio variables/2 nominal variables/Only 1 continuous or interval scale variable/None of these. Which of the following assumptions must be met to use an ANOVA? There is homogeneity of variance/Random sampling of cases must have taken place/There is only one dependent variable/All of these. What must a Levene's test be in order to use an ANOVA? Significant at sig (p) < 0.001/Non-significant at or above sig (p) > 0.05/Significant at sig (p) < 0.01/Non-significant at sig (p) < 0.001. What two pieces of information on ANOVA output will help decide whether to reject (or failure to reject) the null hypothesis? Descriptive statistics box/ The Sig. column and F-value column of the ANOVA table/The Sig. column of the Levene's test/The Sig. column of the multiple comparisons. What would you use to determine whether significant differences were observed between any or all levels of your independent variable? Box-plots/F statistic/Post-hoc tests/Histograms. What must you include when reporting an ANOVA? P value/F statistic/Degrees of freedom/All of these. How many dependent variables are there in a two-way ANOVA? 5/4/1/2. Analysis of variance is a statistical method of finding differences in ________ of several populations. standard deviations/variances/means/proportions/none of the above. The ________ sum of squares measures the variability due to individual differences, experimental error, and effect of treatment. Between Groups/Within group/Interaction/Total. Which of the following is an assumption of one-way ANOVA comparing samples from three or more experimental treatments? Dependent variable(s) is normally distributed/The samples are randomly selected and are independent from all other samples/Groups have equal variances/All of the above. As variability due to chance (SS within) decreases, the value of F will/Increase/stay the same/decrease/can't tell from the given information. If the group means were identical (yes, this is extremely unlikely), what would be the observed value of F-score? 1.0/0.0/A value between 0.0 and 1.0 d. A negative value/Infinite. A marketing manager wishes to test for differences in mean sales for three stores during holiday season. The significance level for the test will be 0.05. The null hypothesis for this analysis is: H0 = Not all store sales have the same mean./H0 = least one of the store sales has a different mean./Ho= Mean 1= Mean 2= Mean 3/None of these.

Solutions

Expert Solution

1) The types of variances occur in our data: Between and within groups.

2) test statistic is used to test the hypothesis in ANOVA is F test (score).

3) Only 1 continuous dependent variables must you have for an ANOVA to be conducted.

4) Assumptions must be met to use an ANOVA are (a) There is homogeneity of variance

b)Random sampling of cases must have taken place.

c) There is only one dependent variable

5)Levene's test must be Non-significant at or above sig (p) > 0.05

6) Two pieces of information on ANOVA output will help decide whether to reject (or failure to reject) the null hypothesis the Sig. column and F-value column of the ANOVA table.

7) Post Hoc use to determine whether significant differences were observed between any or all levels of your independent variable.

8) P value

F statistic

Degrees of freedom

9) One dependent variables are there in a two-way ANOVA.

10)Analysis of variance is a statistical method of finding differences in means of several populations.

11)  The between group sum of squares measures the variability due to individual differences, experimental error, and effect of treatment.

12) the following is an assumption of one-way ANOVA comparing samples from three or more experimental treatmentsare

Dependent variable(s) is normally distributed, the samples are randomly selected and are independent from all other samples and Groups have equal variances.

13) As variability due to chance (SS within) decreases, the value of F increases.

14) the observed value of F-score  A value between 0.0 and 1.0.

15) A marketing manager wishes to test for differences in mean sales for three stores during holiday season. The significance level for the test will be 0.05. The null hypothesis for this analysis is Ho: Mean 1= Mean 2= Mean 3


Related Solutions

In your own words, explain, the difference, between the concept of ANOVA/ANCOVA with the concept of...
In your own words, explain, the difference, between the concept of ANOVA/ANCOVA with the concept of MANOVA/MANCOVA. Include in your explanation, what type of research question one might use the statistical concepts over the other. Include in your explanation the advantage and disadvantage of each.
Explain the difference between ANOVA and ANCOVA in your own words. Both analysis tests are important...
Explain the difference between ANOVA and ANCOVA in your own words. Both analysis tests are important but there are distinct differences. When is one used over the other? Why is comparing two means an important part of the statistical analysis process? Give specific examples and explain in detail.
Name two types of protein modification that can occur in the ER but not in the...
Name two types of protein modification that can occur in the ER but not in the cytosol.
Below are four types of mutation that can occur in an exon sequence. Which is likely...
Below are four types of mutation that can occur in an exon sequence. Which is likely to cause the largest change to the resulting protein? (A) Single base pair deletion (B) Three base pair deletion (C) Missense mutation (D) Synonymous mutation
Biomaterials: Fracture and fatigue are two types of mechanical failure that can occur in a material....
Biomaterials: Fracture and fatigue are two types of mechanical failure that can occur in a material. What are the two (2) key differences between fracture and fatigue in terms of what leads to each type of failure?
One to two-page Paper discussing the types of discrimination that can occur in theworkplace.
One to two-page Paper discussing the types of discrimination that can occur in the workplace.
1. a) What types of chromosome abnormality can occur if there is a failure of chromosome...
1. a) What types of chromosome abnormality can occur if there is a failure of chromosome separation in meiosis? Discuss the severity of these chromosome abnormalities. b) What types of chromosome abnormality can occur if there is a failure of chromosome separation in mitosis? Discuss the severity of these chromosome abnormalities.
What are the types of damage that can occur to cargo in international ocean transport, and...
What are the types of damage that can occur to cargo in international ocean transport, and how damage can be caused in transit and storage? What can the shipper do to mitigate such damage from occurring? (need about 900 words )
What types of problems can occur at a restaurant and banquet Hall if there is busy...
What types of problems can occur at a restaurant and banquet Hall if there is busy a la carte service at the same time that an even moderately-sized banquet is being held?
Are conflicts always dysfunctional? What are the various types of conflicts that can occur in the...
Are conflicts always dysfunctional? What are the various types of conflicts that can occur in the workplace? What are the different individual level factors that can cause conflicts at workplace?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT