WBR0365: Difference between revisions
Jump to navigation
Jump to search
Created page with "{{WBRQuestion |QuestionAuthor=Gonzalo A. Romero, M.D. [mailto:gromero@wikidoc.org] |ExamType=USMLE Step 1 |MainCategory=Biostatistics/ Epidemiology |Su..." |
Sergekorjian (talk | contribs) No edit summary |
||
| Line 20: | Line 20: | ||
|MainCategory=Biostatistics/ Epidemiology | |MainCategory=Biostatistics/ Epidemiology | ||
|SubCategory=General Principles | |SubCategory=General Principles | ||
|Prompt=A research group is trying to | |Prompt=A research group is trying to study the effects of concentrated coffee bean extract . They design a double blinded study recruiting 150 subjects. Subjects are randomized in a blind fashion into 2 groups. One of the groups is given the active treatment and the other group is given placebo. At the end of the 3 month period, the research group wants to compare the body weight change (delta weight) after given the treatments. They want to compare the mean of the two different groups to determine if a statistical significance was achieved. Which of the following tests should the researchers use in order to compare the 2 groups? | ||
|Explanation=The research group is trying to compare the mean value of the weight change between two groups, therefore it the test recommended is t-test. This statistical test allows to compare the means of two groups. | |Explanation=The research group is trying to compare the mean value of the weight change between two groups, therefore it the test recommended is t-test. This statistical test allows to compare the means of two groups. | ||
<br> | <br> | ||
'''Educational Objective:''' T- test is used to check if a difference exists between the means of 2 groups. | |||
|AnswerA=Chi-square | |AnswerA=Chi-square | ||
|AnswerAExp= | |AnswerAExp=[[Chi-square test|Chi-square]] is a test which allows to determine a difference between 2 or more proportions or percentages of categorical outcomes. | ||
|AnswerB=ANOVA | |AnswerB=ANOVA | ||
|AnswerBExp= | |AnswerBExp=[[ANOVA]] or analysis of variance allows to determine if a difference exists between the means of 3 or more groups. ANOVA (Analysis of Variance of 3 or more groups). | ||
|AnswerC=T-test | |AnswerC=T-test | ||
|AnswerCExp= | |AnswerCExp=[[T-test]] allows to check for difference between the means of 2 groups. | ||
|AnswerD=Pearson correlation | |AnswerD=Pearson correlation | ||
|AnswerDExp= | |AnswerDExp=[[Pearson product-moment correlation coefficient|Pearson correlation]] is a coefficient which allows to determine relationship, not to determine if statistical significance is achieved. It does not allow to determine causality. The relationship could be represented graphically; the more solid the line represented, the stronger the correlation. This correlation could vary from +1 to -1; varying from a directional relationship or inverse relationship respectively. The closer the absolute value to 1, the stronger the correlation being graphically represented as a line. | ||
|AnswerE=Power measure | |AnswerE=Power measure | ||
|AnswerEExp= | |AnswerEExp=Power measure | ||
|RightAnswer=C | |RightAnswer=C | ||
|Approved=Yes | |Approved=Yes | ||
}} | }} | ||
Revision as of 20:13, 30 July 2014
| Author | [[PageAuthor::Gonzalo A. Romero, M.D. [1]]] |
|---|---|
| Exam Type | ExamType::USMLE Step 1 |
| Main Category | MainCategory::Biostatistics/ Epidemiology |
| Sub Category | SubCategory::General Principles |
| Prompt | [[Prompt::A research group is trying to study the effects of concentrated coffee bean extract . They design a double blinded study recruiting 150 subjects. Subjects are randomized in a blind fashion into 2 groups. One of the groups is given the active treatment and the other group is given placebo. At the end of the 3 month period, the research group wants to compare the body weight change (delta weight) after given the treatments. They want to compare the mean of the two different groups to determine if a statistical significance was achieved. Which of the following tests should the researchers use in order to compare the 2 groups?]] |
| Answer A | AnswerA::Chi-square |
| Answer A Explanation | [[AnswerAExp::Chi-square is a test which allows to determine a difference between 2 or more proportions or percentages of categorical outcomes.]] |
| Answer B | AnswerB::ANOVA |
| Answer B Explanation | [[AnswerBExp::ANOVA or analysis of variance allows to determine if a difference exists between the means of 3 or more groups. ANOVA (Analysis of Variance of 3 or more groups).]] |
| Answer C | AnswerC::T-test |
| Answer C Explanation | [[AnswerCExp::T-test allows to check for difference between the means of 2 groups.]] |
| Answer D | AnswerD::Pearson correlation |
| Answer D Explanation | [[AnswerDExp::Pearson correlation is a coefficient which allows to determine relationship, not to determine if statistical significance is achieved. It does not allow to determine causality. The relationship could be represented graphically; the more solid the line represented, the stronger the correlation. This correlation could vary from +1 to -1; varying from a directional relationship or inverse relationship respectively. The closer the absolute value to 1, the stronger the correlation being graphically represented as a line.]] |
| Answer E | AnswerE::Power measure |
| Answer E Explanation | AnswerEExp::Power measure |
| Right Answer | RightAnswer::C |
| Explanation | [[Explanation::The research group is trying to compare the mean value of the weight change between two groups, therefore it the test recommended is t-test. This statistical test allows to compare the means of two groups.
|
| Approved | Approved::Yes |
| Keyword | |
| Linked Question | Linked:: |
| Order in Linked Questions | LinkedOrder:: |