Descriptive Stats Flashcards
Descriptive stats vs. inferential stats
D: describe, organize, or summarize data
I: generalize from sample of data to larger groups of subjects using inductive reasoning
Population vs. sample
Pop: largest collection of entities about which an investigator wishes to draw conclusions
Sample: subset of population actually being studied
Probability sample
Investigator can specify chance of subject being selected
4 types of probability samples
simple random
stratified random
cluster
systematic
simple random sample
all members of pop have equal chance to be selected; “representative” if resembles source population
stratified random sample
population divided into groups with shared characteristics, random samples from each group; may be more representative of population
cluster samples
ex: randomly select 5 schools then randomly select equal # students from each
used when too expensive/ labor intensive to use other methods
systematic samples
systematic selection of subjects, e.g. every 5th pt admitted to hospital
may be = simple random without randomization but may be prone to selection bias if systematic error involved
stratified vs. cluster sampling
strata are homogenous, then members of strata are randomly selected
clusters are heterogenous “natural groupings” and are selected at random
probability addition rule
prob (Ex or Ey) = prob(Ex) + prob(Ey)
probability multiplication rule
prob (Ex and Ey) = prob(Ex)*prob(Ey)
*assuming events are independent of each other
probability binomial distribution
probability that specific combos of 2 mutually exclusive independent events will occur
4 types of variables
nominal
ordinal
interval
ratio
nominal variables
“categorical”
names or labels with no inherent order, e.g. race and gender
*includes dichotomous/ binomial data
ordinal variables
“ranked”
natural order exists but not evenly spaced, e.g. cancer grade, pain score, scale from best to worst