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144 Terms

1
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What is evidence-based health care?

Management of patients using the current best evidence of effectiveness.

2
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What are the 5 steps of practising evidence-based health care?

Ask – Turn uncertainty into a clear question

Search – Find the best available evidence

Evaluate – Check if evidence is valid and useful

Apply – Use it in practice

Review – Assess the results

3
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What are the 3 components of evidence-based healthcare?

Patient choice

Best available evidence

Clinical experience

4
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What is epidemiology?

Study of disease distribution in populations, its determinants, and applying this knowledge to prevent and control health problems.

5
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What are the 3Ds of epidemiology?

Distribution, Disease, Determinants

6
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Name 3 common types of epidemiological comparisons.

  • Case-Control Study

  • Cohort Study

  • Experimental Study

7
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What is biostatistics?

The use of maths and data to study health, diseases, and treatments.

8
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What are the steps in designing a study?

Ask clear, answerable questions

Review existing research

Choose a study design

Select participants

Decide on data to collect and collection method

Collect and clean data

Summarise data

Choose statistical tests

Make conclusions

Share/publish results

9
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Define ‘population’.

The total group of people (or things) being studied.

10
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Define ‘sample’.

A smaller group taken from the population.

11
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Define ‘sampling frame’.

The group from which the sample is selected.

12
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What is a simple random sample?

Each individual has an equal chance of being chosen.

13
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What is a population parameter?

An unknown value in the entire population

14
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What is descriptive statistics?

Statistics that describe a sample.

15
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What is inferential statistics?

Data used to make conclusions about a population.

16
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What is a variable?

Anything that can change or vary.

17
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Define independent variable (IV).

The variable changed by the researcher.

18
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Define dependent variable (DV).

The outcome measured in response to the IV.

19
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What is an extraneous variable?

A variable that could affect results but is controlled.

20
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What is a confounding variable?

A variable that affects the results and is hard to control.

21
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What are demographic variables?

Personal details (e.g. age, sex, etc.).

22
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Define exposure.

Something that might affect the outcome.

23
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What is sampling variation?

Slightly different results from different samples.

24
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What is sampling error?

The difference between the study estimate and the true population value.

25
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What are categorical variables?

Variables that group data by characteristics (e.g., gender).

26
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What are continuous variables?

Variables measured numerically (e.g., height, weight).

27
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What’s the difference between interval and ratio variables?

Interval: Zero doesn’t mean ‘none’

Ratio: Zero means ‘none’

28
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What are the four scales of measurement?

  1. Nominal – Categories only (e.g., gender)

  2. Ordinal – Ordered but not equally spaced (e.g., rankings)

  3. Interval – Numbers with no true zero (e.g., temperature)

  4. Ratio – Numbers with true zero (e.g., weight)

29
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What are the two types of statistics?

Descriptive: Summarise sample data

Inferential: Make predictions about a population

30
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What is central tendency?

Typical value – mean, median, mode

31
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What is dispersion?

How spread out values are – range, standard deviation

32
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What are the types of study designs?

Descriptive

Analytic (Observational or Experimental)

33
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What is the difference between observational and experimental studies?

Observational: No intervention.
Experimental: Researcher applies an intervention.

34
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What is PICO used for?

To structure experimental research questions:

P = Population, I = Intervention, C = Comparison, O = Outcome

35
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What is PECO used for?

For observational studies:

P = Population, E = Exposure, C = Comparison, O = Outcome

36
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What is prevalence?

Total cases (old and new) in a population.

37
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How do you calculate prevalence?

Prevalence = (Cases ÷ Population) × 100

38
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What is cumulative incidence?

New cases over time ÷ population at risk at start

39
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What is incidence rate?

New cases ÷ person-time at risk

40
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Why do we use samples in studies?

To represent the population and make inferences.

41
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What are the two types of sampling?

Probability (random)

Non-probability (non-random)

42
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Give examples of probability sampling.

Simple random

Systematic

Stratified

Cluster

Multistage

43
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Give examples of non-probability sampling.

Convenience

Quota

Purposive

Snowba

44
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What is internal validity?

Accuracy of results for those studied.

45
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What is external validity?

Whether results apply beyond the study.

46
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What is reliability?

Consistency of results.

47
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What is random error?

Unpredictable fluctuations in measurement.

48
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What is systematic error (bias)?

Consistent errors due to the method/tool.

49
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What are types of bias?

Selection bias

Information bias

Confounding

50
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What is a normal distribution?

A bell-shaped curve where most data is around the mean.

51
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What does the 68-95-99.7 rule mean?

68% within ±1 SD

95% within ±2 SD

99.7% within ±3 SD

52
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What is a Z-score?

A measure of how far a value is from the mean in SDs.

Formula: Z = (Score − Mean) ÷ SD

53
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What is a descriptive study?

Describes characteristics without looking for cause.

54
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What is an analytic study?

Examines relationships between variables.

55
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What is a case report?

Detailed report on one individual case.

56
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What is a cohort study?

Follows a group over time to see who develops the outcome.

57
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What is statistical inference?

Making generalisations from a sample to a population.

58
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What is estimation?

  • Point Estimate: Single best guess

  • Interval Estimate: Range with a confidence level

59
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What is NHST (Null Hypothesis Significance Testing)?

Testing if there’s enough evidence to reject a null hypothesis.

60
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What is a p-value?

The probability the results are due to chance.

61
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What is a two-tailed test?

Checks for differences in either direction.

62
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What is a one-tailed test?

Checks for a difference in one direction only.

63
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What is a Chi-Square test?

A non-parametric test for categorical data.

64
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What are Chi-Square assumptions?

  • Random sample

  • Independent observations

  • Adequate expected counts

65
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What is a risk ratio (RR)?

Likelihood of an outcome in exposed vs. unexposed group.

66
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What does an RR of 1 mean?

No association

67
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What is a prospective cohort study?

Starts with healthy people, follows them to see who gets the condition.

68
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What is a retrospective cohort study?

Uses past records to assess exposures and outcomes.

69
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What is a case-control study?

Compares people with and without a condition by looking back at exposures.

70
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What is the odds ratio (OR)?

Measure of association in case-control studies.

71
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What is a one-sample t-test?

Tests if a sample mean is different from a known value.

72
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What is Levene's test?

Checks if variances in groups are equal.

73
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What is Cohen's d?

Measures the size of the difference between two means.

74
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What is a Type I error?

False positive – rejecting a true null hypothesis.

75
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What is a Type II error?

False negative – not rejecting a false null hypothesis

76
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What is study power?

The chance of detecting a real effect if it exists.

77
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What’s the difference between experimental and quasi-experimental designs?

Experimental: Uses randomisation

Quasi-experimental: No randomisation

78
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What improves internal validity?

Random assignment and control of variables.

79
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What is a one-sample t-test?

A statistical test that compares the mean of a single group to a known value (e.g., population mean).

Example: Comparing a group's average IQ to the national average of 100.

80
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What is an independent samples t-test?

A test comparing the means of two separate, unrelated groups.

Example: Comparing average exam scores of males and females

81
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What is a paired samples t-test?

A test comparing means from the same group measured at two different times or under two conditions.

Example: Measuring anxiety levels before and after a course.

82
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What are the steps of Null Hypothesis Significance Testing (NHST)?

  1. State the null (H₀) and alternative (Hₐ) hypotheses

  2. Set the significance level (α), usually 0.05

  3. Choose the appropriate test and calculate the p-value

  4. Compare p-value to α and decide to reject or not reject H₀

  5. Assess effect size for practical significance

83
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What does the null hypothesis (H₀) represent?

It represents no effect or no difference.

Example: H₀: µ1 = µ2 — The two group means are equal.

84
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What does the alternative hypothesis (Hₐ) represent?

It represents that there is an effect or a difference.
Example: Hₐ: µ1 ≠ µ2 — The two group means are not equal.

85
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What is the significance level (α) and what does it mean?

A threshold for determining statistical significance, often set at 0.05.
If p < α, reject H₀. If p ≥ α, fail to reject H₀.

86
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What is a p-value?

The probability of obtaining results as extreme as those observed, assuming H₀ is true.

A low p-value (e.g., < 0.05) suggests the results are statistically significant.

87
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What is Cohen’s d?

A measure of effect size showing the magnitude of a difference in standard deviation units.
Small = 0.2, Medium = 0.5, Large = 0.8+

88
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Cyclist visibility example: What hypothesis test is appropriate?

Paired samples t-test — same participants measured with and without a reflective vest.

89
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Cyclist visibility: What are the hypotheses?

H₀: µ1 (with vest) = µ2 (without vest) — no difference

Hₐ: µ1 < µ2 — reaction time is faster with the vest

90
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Cyclist visibility: What is the significance level?

α = 0.05 — If p < 0.05, reject the null hypothesis.

91
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What assumptions must be met for a paired samples t-test?

  • Data is continuous

  • Data is normally distributed

  • Differences between paired values are normally distributed

92
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Examples of paired samples t-tests

  • Stress scores before and after semester

  • Blood glucose levels before and after insulin

  • Student scores on two assessments

93
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What is a quasi-experimental design?

A design with no random allocation of participants.
Participants may self-select or be in pre-existing groups.
Sometimes lacks a control group.
Used when RCTs are impractical or unethical.

94
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What is the purpose of quasi-experimental designs?

To study the link between an exposure and an outcome, often in real-world settings like health campaigns.

95
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What is an Uncontrolled Before-After design?

Measures participants before and after an intervention with no control group.
Assumes changes are due to the intervention.

96
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Disadvantages of Uncontrolled Before-After designs?

  • No control over external factors

  • Maturation effects

  • Practice or testing effects

  • Instrument/tool changes

97
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What is a Controlled Before-After design?

Uses two groups: one receives the intervention, one does not.

Both groups are measured before and after.

Still has issues with external factors and maturation.

98
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What is a Time Series Design?

Uses repeated measurements over time.

The intervention occurs during the series.

Changes in trend indicate intervention effects.

99
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Advantages and limitations of Time Series Design?

Advantage: more measurements increase validity.

Limitations: still affected by external variables and testing effects.

100
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What is internal validity?

The degree to which observed effects are due to the intervention, not other factors.

Threatened by chance, confounding, and bias.