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33 Cards in this Set

  • Front
  • Back
population
group of interest
variable
measured piece of information
distribution
list of possible values of the variable (different categories, %, #...)
center
median, mean
spread
how far apart are the values; variation
shape
values evenly spread; skewness; outliers
quantitative vs categorial graphs
quantitative -histogram
categorical - bar graph
Q1
lowest 1/4 of data
Q3
upper 1/4 of data
IQR
Q3-Q1
Lower Limit
Q1-1.5xIQR
Upper Limit
Q3+1.5xIQR
Empirical Rule
68% within 1 SD
95% within 2 SD
99.7% within 3 SD
r
correlation coefficient; measures the strength and direction of a linear relationship between two random variables 0<x<1
r^2
coefficient of determination; describes % variation in "y" accounted for by LSRL
residuals
(y-y^) tell how far observed values fall from the regression line (observed minus predicted)
slope
for every increase in "x" there is a b increase in "y"
experiment
deliberately imposing one treatment on one group and another treatment on another group in order to observe the effects of different treatments (response) of the population
observational study
individuals are observed and variables are recorded WITHOUT trying to affect the outcome
simulation
using a mathematical model to represent a real-world situation
stratified random sampling
population divided into non-overlapping strata (grade)
selection bias
excludes some part of the population
measurement bias/response bias
method of measurement gives results systematically different from the true value; designed to elicit a particular response
nonresponse bias
responses not obtained from all individuals of sample; nonresponders not represented
blocking design
experimental units grouped when they are known in some way to be similar; we might expect might have a different response to the treatment
matched pairs design
comparing two treatments; subjects are matched in pairs as closely related as possible; receive each treatment at a different time and responses compared
probability
the long-term frequence of an event
Law of large numbers
more trials, closer observed values get to the true population
mutually exclusive, disjoint
not independent
Central Limit Theorem
If we draw an SRS from any distribution and the sample size is large, the sample mean is CLOSE to normally distributed
X^2 goodness of fit
compares variable with 2 or more categories to a fixed distribution
X^2 test for homogeneity
tests whether 2 or more populations are distributed differently from one another (multiples samples/treatments)
X^2 test for association/independence
tests whether two or more variables measured on teh same individuals are
(Ho): independent/not associated
(Ha): dependent/associated (one sample)