Data collection is primarily the product of what?
A. History and physical examination
B. Laboratory testing
C. Imaging studies
D. Differential diagnosis
A. History and physical examination
Which component contributes most to the clinical database?
A. Laboratory studies
B. History
C. Imaging studies
D. Pathology
B. History
Approximately what proportion of the database may come from the history?
A. 10–20%
B. 30–40%
C. 70–75%
D. 90–100%
C. 70–75%
What does data processing primarily involve?
A. Ordering medications
B. Performing procedures
C. Obtaining consent
D. Clustering clinical data
D. Clustering clinical data
Data processing integrates history, examination, and what additional information?
A. Labs and imaging
B. Insurance status
C. Billing records
D. Family income
A. Labs and imaging
Which principle favors the simplest unifying diagnosis?
A. Hickam dictum
B. Occam's razor
C. Bayes theorem
D. Metacognition
B. Occam's razor
Occam's razor attempts to explain multiple findings with what?
A. Several unrelated diseases
B. No diagnosis
C. One diagnosis
D. Laboratory error
C. One diagnosis
What does a clinical problem list summarize?
A. Medications
B. Laboratory abnormalities only
C. Surgical history
D. Conditions affecting health
D. Conditions affecting health
A problem list may include which domains?
A. Physical, mental, social, personal
B. Physical findings only
C. Mental diagnoses only
D. Social problems only
A. Physical, mental, social, personal
A finding supporting a suspected diagnosis is called what?
A. Pertinent negative
B. Pertinent positive
C. False positive
D. Incidental finding
B. Pertinent positive
Absence of an expected diagnostic finding is called what?
A. Pertinent positive
B. False negative
C. Pertinent negative
D. Screening failure
C. Pertinent negative
What is bias in diagnostic reasoning?
A. Perfect objectivity
B. Random laboratory error
C. Statistical significance
D. Prejudiced inclination
D. Prejudiced inclination
Laboratory results generally contribute approximately what proportion to problem-list development?
A. Less than 10%
B. About 50%
C. About 75%
D. More than 90%
A. Less than 10%
Sensitivity is also called what?
A. False-positive rate
B. True-positive rate
C. True-negative rate
D. False-negative rate
B. True-positive rate
Sensitivity asks what proportion of diseased patients do what?
A. Test negative
B. Remain asymptomatic
C. Test positive
D. Have false positives
C. Test positive
Sensitivity is calculated using which patient group?
A. Only healthy patients
B. Entire population
C. Only test-positive patients
D. Patients with disease
D. Patients with disease
What is the formula for sensitivity?
A. TP/(TP + FN)
B. TN/(TN + FP)
C. TP/(TP + FP)
D. TN/(TN + FN)
A. TP/(TP + FN)
A highly sensitive test minimizes which result?
A. False positives
B. False negatives
C. True negatives
D. True positives
B. False negatives
Specificity is also called what?
A. True-positive rate
B. False-negative rate
C. True-negative rate
D. Positive predictive value
C. True-negative rate
Specificity asks what proportion of nondiseased patients do what?
A. Test positive
B. Develop disease
C. Become symptomatic
D. Test negative
D. Test negative
Specificity is calculated using which patient group?
A. Patients without disease
B. Patients with disease
C. Test-positive patients
D. Entire population only
A. Patients without disease
What is the correct formula for specificity?
A. TP/(TP + FN)
B. TN/(TN + FP)
C. TP/(TP + FP)
D. TN/(TN + FN)
B. TN/(TN + FP)
A highly specific test minimizes which result?
A. False negatives
B. True positives
C. False positives
D. True negatives
C. False positives
A useful diagnostic test generally has what positive likelihood ratio?
A. Near zero
B. Equal to zero
C. Less than one
D. Greater than one
D. Greater than one
A useful diagnostic test generally has what negative likelihood ratio?
A. Close to zero
B. Greater than ten
C. Equal to one
D. Greater than one
A. Close to zero
How likely a test result is in a patient with the disease compared with a patient without the disease is called _____ _____.
likelihood ratio
The positive likelihood ratio is calculated how?
A. Specificity/sensitivity
B. FN rate/TN rate
C. Sensitivity/(1 − specificity)
D. PPV/NPV
C. Sensitivity/(1 − specificity)
The positive LR can also be expressed as what?
A. TN rate/FN rate
B. FP rate/TP rate
C. PPV/NPV
D. TP rate/FP rate
D. TP rate/FP rate
What does a positive likelihood ratio greater than 1 do?
A. Favors disease
B. Rules out disease
C. Proves disease
D. Excludes testing
A. Favors disease
As LR+ increases, evidence for disease generally does what?
A. Weakens
B. Strengthens
C. Remains unchanged
D. Becomes negative
B. Strengthens
An LR+ very close to 1 provides what?
A. Strong confirmation
B. Strong exclusion
C. Little diagnostic information
D. Perfect sensitivity
C. Little diagnostic information
What is the formula for negative likelihood ratio?
A. Sensitivity/specificity
B. Specificity/sensitivity
C. PPV/NPV
D. (1 − sensitivity)/specificity
D. (1 − sensitivity)/specificity
The negative LR can also be expressed as what?
A. FN rate/TN rate
B. TP rate/FP rate
C. FP rate/TP rate
D. TN rate/FN rate
A. FN rate/TN rate
As LR− approaches zero, evidence against disease generally does what?
A. Weakens
B. Strengthens
C. Becomes irrelevant
D. Favors disease
B. Strengthens
An LR equal to 1 has what diagnostic effect?
A. Strongly confirms disease
B. Strongly excludes disease
C. Does not change odds
D. Proves disease
C. Does not change odds
_____ odds × Likelihood ratio = _____ odds
Pretest odds × Likelihood ratio = Posttest odds
Likelihood ratios are useful for converting pretest odds into what?
A. Sensitivity
B. Specificity
C. Prevalence
D. Posttest odds
D. Posttest odds
Positive predictive value (PPV) describes the probability of which of the following?
A. The patient actually has the disease given that the test result
is positive
B. The test will be positive given that the patient
has the disease
C. The test will be negative given that the
patient does not have the disease
D. The patient does not have
the disease given that the test result is negative
A. The patient actually has the disease given that the test result is positive
What is the formula for positive predictive value?
A. TP/(TP + FN)
B. TP/(TP + FP)
C. TN/(TN + FN)
D. TN/(TN + FP)
B. TP/(TP + FP)
Negative predictive value (NPV) describes the probability of which of the following?
A. The test will be positive given that the patient has the
disease
B. The test will be negative given that the patient does
not have the disease
C. The patient does not have the disease
given that the test result is negative
D. The patient has the
disease given that the test result is positive
C. The patient does not have the disease given that the test result is negative
What is the formula for negative predictive value?
A. TP/(TP + FN)
B. TP/(TP + FP)
C. TN/(TN + FN)
D. TN/(TN + FP)
C. TN/(TN + FN)
Which test characteristics depend strongly on disease prevalence?
A. Predictive values
B. Sensitivity only
C. Specificity only
D. Likelihood ratios only
A. Predictive values
As disease prevalence increases, positive predictive value generally does what?
A. Decreases
B. Increases
C. Remains fixed
D. Becomes zero
B. Increases
As disease prevalence increases, negative predictive value generally does what?
A. Increases
B. Remains fixed
C. Decreases
D. Becomes 100%
C. Decreases
Pretest probability refers to disease probability at what time?
A. After treatment
B. After biopsy
C. After final diagnosis
D. Before test results
D. Before test results
In an unselected population, pretest probability may approximate what?
A. Disease prevalence
B. Sensitivity
C. Specificity
D. Likelihood ratio
A. Disease prevalence
How is disease prevalence calculated?
(____ + ____ )/____ ____
(TP + FN)/total population
Which patients are included in the numerator for disease prevalence?
A. TP and FP
B. TN and FN
C. TP and FN
D. FP and TN
C. TP and FN
What does Bayes theorem calculate?
A. Test sensitivity
B. Disease incidence
C. False-positive rate
D. Conditional probabilities
D. Conditional probabilities
What is a conditional probability?
A. Probability given another event
B. Initial probability
C. Probability without evidence
D. Random sampling error
A. Probability given another event
What is a prior probability?
A. Probability after testing
B. Probability before new evidence
C. Probability after treatment
D. Probability after diagnosis
B. Probability before new evidence
What is a posterior probability?
A. Initial probability
B. Disease prevalence
C. Revised probability after evidence
D. Laboratory sensitivity
C. Revised probability after evidence
Bayesian reasoning updates prior probability using what?
A. No additional information
B. Only prevalence
C. Only specificity
D. New evidence
D. New evidence
What does metacognition mean?
A. Thinking about one's thinking
B. Memorizing diagnostic criteria
C. Ordering more tests
D. Avoiding uncertainty
A. Thinking about one's thinking
Metacognition can help clinicians identify what?
A. Only laboratory errors
B. Cognitive biases
C. Only medication errors
D. Only imaging artifacts
B. Cognitive biases