Statistics + definitions Flashcards
What shape is normal distribution on a graph?
Symmetrical bell-shaped curve
Describe mean, median and mode in normal distribution.
Mean = median = mode
Which way is the graph shifted in a positive skew?
To the left (tail to the right)
Describe mean, median and mode in a positive skew.
Mean > median > mode
Which way is the graph shifted in a negative skew?
To right right (tail to the left)
Describe the mean, median and mode in a negative skew.
Mode > median > mean
What is epidemiology?
The study of the distribution and determinants of health-related states and events, including disease, and the application of this study to the control of disease.
Define prevalence.
The proportion of individuals within a population that have a disease at a given point in time.
Define incidence.
The number of new cases of disease that occur in a set period of time.
How is prevalence normally expressed?
As a percentage or fraction of the population.
What is the main study used to asses prevalence?
Case-control study
What study type is used to assess incidence?
Cohort study
How is incidence usually expressed?
As a fraction of the population.
How is prevalence calculated?
Number of people with disease/ total number of people
How is incidence calculated?
Number of new cases of disease / population
Define variance.
A measure fo the spread of observations around the mean.
What is standard deviation?
A measure of how spread out a set of data is.
What is standard error of the mean?
The standard deviation of the sample distribution.
Describe the relationship between standard error of the mean and standard deviation.
Directly proportional
Describe the relationship between standard error of the mean and sample size.
Indirectly proportional
What does a confidence interval show?
The precision of a result with reference to the whole population.
What is a 95% confidence interval?
Says that there is a 95% probability that the true value lies within the date set.
In normal distribution, what percentage of observations lie within 1 SD of the mean?
68%
In normal distribution, what percentage of observations lie within 2 SDs of the mean?
95%