WBR0793: Difference between revisions

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{{WBRQuestion
{{WBRQuestion
|QuestionAuthor={{Rim}}
|QuestionAuthor={{SSK}} (Reviewed by Serge Korjian)
|ExamType=USMLE Step 1
|ExamType=USMLE Step 1
|MainCategory=Biostatistics/Epidemiology
|MainCategory=Biostatistics/Epidemiology
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|MainCategory=Biostatistics/Epidemiology
|MainCategory=Biostatistics/Epidemiology
|SubCategory=Reproductive
|SubCategory=Reproductive
|MainCategory=Biostatistics/Epidemiology
|MainCategory=Biostatistics/Epidemiology
|MainCategory=Biostatistics/Epidemiology
|MainCategory=Biostatistics/Epidemiology
|MainCategory=Biostatistics/Epidemiology
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|MainCategory=Biostatistics/Epidemiology
|MainCategory=Biostatistics/Epidemiology
|SubCategory=Reproductive
|SubCategory=Reproductive
|Prompt=A new urine pregnancy test is being studied before being distributed to pharmacies. A trial is conducted to compare the results of this new test to a combination of imaging and blood human chorionic gonadotropin (HCG) levels to validate the pregnancy. A table showing the results of the study is shown below. What is the probability that a woman is really pregnant if her urine pregnancy test result comes back positive?
|Prompt=A new urine pregnancy test is being evaluated before marketing. A trial is conducted to compare the results of this new test to a combination of imaging and blood human chorionic gonadotropin (HCG) levels to validate the pregnancy. A table comparing the results of the study is shown below. What is the probability that a woman is truly pregnant if her urine pregnancy test is positive?




[[Image:WBR0793.jpg|500px]]
[[Image:WBR0793.jpg|500px]]
|Explanation=The positive predictive value is the probability that a person really has a condition if his test result is positive. The calculation is shown below.
|Explanation=The positive predictive value is the probability that a person really has a condition if his test result is positive. The calculation is shown below.


[[Image:Biostat.png|600px]]
[[Image:Biostat.png|600px]]
Educational Objective: Positive predictive value (PPV) = [True positive/(True positive+False positive)]
|AnswerA=85.71%
|AnswerA=85.71%
|AnswerAExp=This refers to the sensitivity.
|AnswerAExp=This refers to the sensitivity.
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|AnswerE=62%
|AnswerE=62%
|AnswerEExp=This does not refer to any particular value.
|AnswerEExp=This does not refer to any particular value.
|EducationalObjectives=The positive predictive value (PPV) is the probability that a person really has a condition if his test result is positive. ''PPV = [True positive/(True positive+False positive)]''
|References=Chow S, Liu J. Design and Analysis of Clinical Trials, Concepts and Methodologies. John Wiley & Sons; 2013.
|RightAnswer=B
|RightAnswer=B
|WBRKeyword=Positive predictive value
|WBRKeyword=Positive predictive value
|Approved=No
|Approved=Yes
}}
}}

Revision as of 16:28, 18 September 2014

 
Author [[PageAuthor::Serge Korjian M.D. (Reviewed by Serge Korjian)]]
Exam Type ExamType::USMLE Step 1
Main Category MainCategory::Biostatistics/Epidemiology
Sub Category SubCategory::Reproductive
Prompt [[Prompt::A new urine pregnancy test is being evaluated before marketing. A trial is conducted to compare the results of this new test to a combination of imaging and blood human chorionic gonadotropin (HCG) levels to validate the pregnancy. A table comparing the results of the study is shown below. What is the probability that a woman is truly pregnant if her urine pregnancy test is positive?


]]

Answer A AnswerA::85.71%
Answer A Explanation AnswerAExp::This refers to the sensitivity.
Answer B AnswerB::75%
Answer B Explanation AnswerBExp::This refers to the positive predictive value.
Answer C AnswerC::89.28%
Answer C Explanation AnswerCExp::This refers to the NPV.
Answer D AnswerD::80.64%
Answer D Explanation AnswerDExp::This refers to the specificity.
Answer E AnswerE::62%
Answer E Explanation AnswerEExp::This does not refer to any particular value.
Right Answer RightAnswer::B
Explanation [[Explanation::The positive predictive value is the probability that a person really has a condition if his test result is positive. The calculation is shown below.


Educational Objective: The positive predictive value (PPV) is the probability that a person really has a condition if his test result is positive. PPV = [True positive/(True positive+False positive)]
References: Chow S, Liu J. Design and Analysis of Clinical Trials, Concepts and Methodologies. John Wiley & Sons; 2013.]]

Approved Approved::Yes
Keyword WBRKeyword::Positive predictive value
Linked Question Linked::
Order in Linked Questions LinkedOrder::