Ch 1 Introduction to Biostatistics Flashcards
(39 cards)
data
numbers resulting from counting or measurement
datum
individual number
statistics
field of study concerned with the collection, organization, summarization and analysis of data and the drawing of inferences about a body of data whe only part of the data is observed
descriptive statistics
the collection, organization, summarization and analysis of data
inferential statistics
the drawing of inferences about a body of data whe only part of the data is observed
sources of data
routinely kept records, surveys, experiments, external resources
biostatistics
the application of statistical tools and concepts to data derived from the biological sciences or medicine
variable
a characteristic that takes on different values in different persons,
places, or things.
quantitative variable
one measured in the usual sense and conveys information regarding amount
qualitative or categorical variable
measuring consists of categorizing and the measurements convey information regarding attribute.
frequencies or counts
the numbers we manipulate when our analysis involves qualitative variables
random variables
values arise as a result of chance factors, and cannot be predicted in advance
discrete random variable
characterized by gaps or interruptions in the values it can assume; you can count out possible values
continuous random variable
can assume any value within a specified relevant interval values assumed by the variable
population
the largest collection of entities for which we have an interest at a particular time. A population of values is the largest collection of values of a random variable for which we have an interest at a particular time. Populations may be finite or infinite
sample
part of a population
measurement
assignment of numbers to objects or events according to a set of rules
nominal scale
classifying into mutually exclusive and exhaustive categories
examples of nominal scale
medical diagnoses, and age groups
ordinal scale
ranking among categories, where the distance between categories doesn’t have to be equal
examples of ordinal scale
below average, above average, pain scale
interval scale
has a unit distance and a zero point, so there is equality of intervals, this is a truly quantitative scale
example of interval scale
temperature for F and C we have arbitrary 0’s. The distance from 30 degrees to 40 degrees represents the same heat gain from 70 degrees to 80 degrees but 20 degrees isn’t twice as hot as 10 degrees
ratio scale
equality of intervals and ratios may be determined, there’s a true 0 point