1. What does the paired-samples t-test test for?
2. The paired-samples t-test utilizes a within-subjects design. What is the main difference between a within-subjects design and a between subjects design?
3. What is the difference between a repeated measures and a matched design?
1.The Paired Samples t Test compares two means that are from the same individual, object, or related units.
The purpose of the test is to determine whether there is statistical evidence that the mean difference between paired observations on a particular outcome is significantly different from zero.
2.Within subject variation in an experiment refers to the variation seen in a group of subjects which are all treated the same way. If a doctor is testing three medicines to look for a difference in their effectiveness, and is also interested in differences between genders, she might separate male subjects into three groups and treat each with a different medicine, then do the same with three female groups. Even within one group of subjects (same gender, same medicine), however, different patients will have different responses. This is the within subject variation.
Between subject design
This is the difference between different groups exposed to different factors. In the example of the doctor's tests, she would look at the difference in average recovery time between male and female groups and also between each of the groups taking one of the three medicines. In each case, there will likely be differences between the groups. The task of the designed experiment is to see if this difference is statistically significant.
A dependent t-test is an example of a "within-subjects" or "repeated-measures" statistical test. This indicates that the same participants are tested more than once. Thus, in the dependent t-test, "related groups" indicates that the same participants are present in both groups
3.
In a repeated measures design, each group member in an experiment is tested for multiple conditions over time or under different conditions.For example, a group of people with Type II diabetes might be given medications to see if it helps control their disease, and then they might be given nutritional counseling. A blood test to measure glucose levels is given to the patients after each treatment.
Matched subject design
Matched-subjects designs use different participants in each group, but the participants have been closely matched before assignment to conditions. The characteristics are:
1. What does the paired-samples t-test test for? 2. The paired-samples t-test utilizes a within-subjects design....
A within-subjects design is to the whereas a between-subjects design is to the a. Repeated-measures ANOVA; One-way ANOVA. b. One-way ANOVA; Chi-square test for independence, c. One-way ANOVA; Repeated-measures ANOVA. d. Dependent samples t-test; Repeated-measures ANOVA
Because the scores across treatment conditions are necessarily related (as they are from the same subjects), we need to use the ____. Geoup of answers Matched design Pretest-posttest design Post hoc design Related/Paired samples t test In the ____, the difference scores for each subject/pair are calculated to use the data to be analysed Group of answers With-subjects/Paired samples t test Related/Paired samples t test Between-samples/Paired samples t test Between-subjects/Paired samples t test
For each example, state whether the one-sample, the two-independent-sample, or the related samples t-test is most appropriate. If it is a related samples t-test, indicate whether the test is a repeated measures design or a matched-pairs design. 1) A researcher matches right-handed and left-handed siblings to test whether right-handed siblings express greater emotional intelligence than left-handed siblings. A. one-sample t-test B. two-independent sample t-test C. related samples t-test using the repeated measures design D. related samples t-test using the matched-pairs...
For each of the 3 following relationships, propose a within-subjects design that utilizes counterbalancing. • For each relationship, please explain how you would investigate the relationship by including: 1. your hypothesis (i.e., what do you expect to happen), 2. an operational definition for your dependent variable (i.e., how will you test the variable), 3. the population (who do you want to recruit and why), 4. the levels of the IV (how many, what they are, and why), 5. your study...
A study is considered a(n) ______ design because all the participants will complete the same task in two different environments. Group of answer choices between-subjects within-groups within-subjects between-groups ______ is a between-subjects experiment that involves sets of participants matched on a specific characteristic with each member of the set randomly assigned to a different level of the independent variable. Group of answer choices Related/paired samples t test Post hoc design Matched design Pretest–posttest design
True or False 4. The formula used in repeated-measures t statistic Is used with a matched-subjects design even though the design uses two separate samples. .One advantage of a repeated-measures design is that it typically requires owa nts than an independent-measures design. When computing difference scores' (D values) the sign of the difference(+or-'s not nt. You need to record only the size of the difference. Power is 14. To get a big effect size, you should increase N. Power analysis...
9. Gravetter/Wallnau/Forzano, Essentials Chapter 11 End-of-chapter question 22 Explain the difference between a matched-subjects design and a repeated-measures design. In a repeated-measures design, the same subjects are used in both treatment conditions. In a matched-subjects design, each subject in one sample has a corresponding subject in the other sample with respect to a specific variable other than the treatment the treatment condition a specific variable other than the treatment
two samples of n=5 subjects were analyzed with an independent -samples t-test, producing a t=2.295 does this indicate a significant difference in a two tailed test with alpha= .05?
The equation for the paired-samples t test is the same as that for the single-samples t test except that the data are now difference scores. True False
Two samples of n = 5 subjects were analyzed with an independent-samples t-test, producing a t = 2.295. a) What is the tcrit ? b) Does this indicate a significant difference in a two-tailed test with α = .05?