Statistics Flashcards

1
Q

What does p < 0.05 mean?

A

It means that there is less than a 5% chance that the observed difference occurred by chance

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2
Q

Describe Type I error

A

Occurs when you incorrectly reject the null hypothesis (find a difference when one does not really exist - false positive)

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3
Q

Describe Type II error

A

Occurs when you incorrectly accept the null hypothesis (find no difference when one really exists - false negative)

Probability of a type II error is termed “beta”

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4
Q

Describe confidence intervals

A

Convey the magnitude of an observed difference

A 95% confidence interval provides a 95% probability that the parameter is contained within the interval
- if the interval contains zero (no difference) it is not clinically significant

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5
Q

What is Sensitivity?

A

The probability that if a disease is present, the test will be positive

Sensitivity = true positives / total with disease

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6
Q

What is Specificity?

A

The probability that if the disease is absent, the test will be negative

Specificity = true negatives / total without disease

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7
Q

What is positive predictive value?

A

The probability that if the test is positive, the disease is actually present

PPV = true positives / all positives

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8
Q

What is negative predictive value?

A

The probability that if the test is negative, the disease is absent

NPV = true negatives / all negatives

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9
Q

What is the difference between prevalence and incidence?

A

Prevalence is the total number of people with a disease

Incidence is the frequency of new cases of a disease

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10
Q

Describe the normal distribution curve

A

68% within 1 standard deviation

95% within 2 standard deviations

99% within 3 standard deviations

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11
Q

What type of hypothesis testing to use for each type of data?

A

Continuous data

  • different data points for same subject = paired t-test
  • different subjects = unpaired t-test

Categorical data - chi square

Ordinal data - wilcoxon

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12
Q

What is standard error?

A

= standard deviation / square root of sample size

Describes the precision of the population mean

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