Week 4 Methods for Diagnostic Analysis Flashcards

A, B, C

1
Q

What is the primary purpose of a diagnostic test?

A

To determine whether someone has or doesn’t have a particular disease or condition.

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2
Q

What are the two possible outcomes of a diagnostic test?

A
  • Positive (bad news) * Negative (good news)
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3
Q

What is assumed about the gold-standard test in diagnostic testing?

A

It is completely accurate—no mistakes.

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4
Q

What does ‘True Positives (TP)’ represent in diagnostic testing?

A

Correctly detected cases of the disease.

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5
Q

What does ‘False Positives (FP)’ represent in diagnostic testing?

A

Incorrectly detected cases where the test indicates disease when there is none.

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6
Q

In diagnostic testing, what is the formula for Positive Predictive Value (PPV)?

A

PPV = TP / (TP + FP)

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7
Q

What is the significance of a high Positive Predictive Value (PPV)?

A

Fewer false positives; more people who test positive actually have the disease.

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8
Q

What does Negative Predictive Value (NPV) indicate?

A

The chance that a person is actually healthy if their test result is negative.

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9
Q

What is the formula for Negative Predictive Value (NPV)?

A

NPV = TN / (TN + FN)

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10
Q

What does Sensitivity measure in diagnostic testing?

A

The likelihood that the test will correctly identify someone who has the disease.

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11
Q

What is the formula for calculating Sensitivity?

A

Sensitivity = TP / (TP + FN)

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12
Q

What does Specificity measure in diagnostic testing?

A

The likelihood that the test will correctly identify someone who does not have the disease.

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13
Q

What is the formula for calculating Specificity?

A

Specificity = TN / (TN + FP)

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14
Q

What does the overall accuracy of a test represent?

A

An overall idea of test performance.

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15
Q

What is the formula for calculating Accuracy?

A

Accuracy = (TP + TN) / (TP + TN + FP + FN)

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16
Q

How is Prevalence defined in the context of diagnostic testing?

A

The number of people in a population who have a specific disease at a given time.

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17
Q

What is the formula for calculating Prevalence?

A

Prevalence = number of existing cases of disease / total population at risk x 100

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18
Q

True or False: Sensitivity and specificity are dependent on the prevalence of a disease.

A

False

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19
Q

What do likelihood ratios (LRs) help determine in diagnostic testing?

A

How reliable a test result is in assessing the presence of a disease.

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20
Q

What does Positive Likelihood Ratio (LR⁺) indicate?

A

How much more likely a person is to have the disease after a positive test result.

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21
Q

What is the formula for calculating Positive Likelihood Ratio (LR⁺)?

A

LR⁺ = TP / FP

22
Q

What does Negative Likelihood Ratio (LR⁻) indicate?

A

How much less likely a person is to have the disease after a negative test result.

23
Q

What is the formula for calculating Negative Likelihood Ratio (LR⁻)?

A

LR⁻ = FN / TN

24
Q

How can likelihood ratios be used with multiple tests?

A

They can be used cumulatively if tests are correlated only with respect to the disease.

25
Q

What is a diagnostic threshold?

A

The cut-off point at which a test result is declared positive.

26
Q

How does changing the diagnostic threshold affect sensitivity and specificity?

A

It changes both sensitivity and specificity of the test.

27
Q

Fill in the blank: A test with high _______ is great for catching disease but may flag some healthy people.

A

[sensitivity]

28
Q

Fill in the blank: A test with high _______ is great at confirming who’s healthy but might miss real cases.

A

[specificity]

29
Q

What is the formula for calculating sensitivity?

A

Sensitivity = TP / (TP + FN)

TP = True Positives, FN = False Negatives

30
Q

What is the formula for calculating specificity?

A

Specificity = TN / (TN + FP)

TN = True Negatives, FP = False Positives

31
Q

What happens to sensitivity and specificity when the diagnostic threshold is lowered?

A

Sensitivity increases, specificity decreases

32
Q

What happens to sensitivity and specificity when the diagnostic threshold is raised?

A

Sensitivity decreases, specificity increases

33
Q

What does an ROC curve represent?

A

The trade-off between sensitivity and specificity at different thresholds

34
Q

What does it indicate if an ROC curve hugs the top-left corner?

A

The test is highly accurate

35
Q

What does it indicate if an ROC curve is a diagonal line?

A

The test is no better than random guessing

36
Q

What is the purpose of the area under the ROC curve (AUC)?

A

It indicates the overall accuracy of the test

37
Q

What does an AUC of 1.0 signify?

A

A perfect test with zero mistakes

38
Q

What does an AUC of 0.5 signify?

A

A non-informative test, equivalent to random guessing

39
Q

What is the relationship between false negatives and false positives when selecting a diagnostic threshold?

A

Choosing a threshold depends on which is considered worse

40
Q

Fill in the blank: The likelihood ratio for a positive test result is calculated as LR+ = _______ / (1 – Specificity).

A

Sensitivity

41
Q

Fill in the blank: The likelihood ratio for a negative test result is calculated as LR- = (1 – _______) / Specificity.

A

Sensitivity

42
Q

What does a positive likelihood ratio (LR+) greater than 10 indicate?

A

Strong evidence for disease

43
Q

What does a negative likelihood ratio (LR-) less than 0.1 indicate?

A

Strong evidence against disease

44
Q

What does it mean if the ROC curve is closer to the top-left corner?

A

The test is better

45
Q

What is the purpose of constructing a contingency table in diagnostic testing?

A

To organize the test results

46
Q

What are the four outcomes in diagnostic testing?

A
  • True Positive (TP)
  • False Positive (FP)
  • True Negative (TN)
  • False Negative (FN)
47
Q

True or False: Lowering the diagnostic threshold will always improve specificity.

48
Q

True or False: ROC curves can help determine the ideal cut-point for a continuous diagnostic test.

49
Q

What is the mathematical definition of AUC?

A

The probability that a randomly selected diseased individual has a higher test value than a non-diseased individual

50
Q

What is the impact of a higher threshold on the number of false positives?

A

It decreases the number of false positives

51
Q

What does it mean to use Bayes’ Theorem in diagnostic testing?

A

To adjust pre-test probability using likelihood ratios