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Stats Exam 1

QuestionAnswer
statistical thinking way of understanding a complex world by describing it in relatively simple terms
descriptive statistics organize and summarize information
inferential statistics answer research questions
data measured values of variables
varialbe condition or characteristics that can take on different values
values range of “responses” to a variable; can be categories or numerical values.
score each individual's value for a particular variable
population group of people that we are interested in studying
sample set of individuals from the population that we are able to collect data from
statistic a feature of a sample
parameter describing some feature of a population
mean symbol M
standard deviation symbol SD
correlation symbol r
representative sample subset of a population that accurately reflects the characteristics of the whole population
random sample each member of the population has an equal chance of being selected
sampling error the natural difference b/w a sample statistic and the true value in the population
stratified random samplying sampling method where the population is divided into meaningful subgroups
convenience samples sample taken from individuals who are easy to reach, readily available, or willing to participate
WEIRD samples western, educated, industrialized, rich, democratic
random assignment researchers divide the participants randomly into groups
control group group that receives the placebo
random selection vs random sampling selection happens as researchers are trying to get people into a study, assignment happens after the sample has been made
quasi-experiments research design that resembles an experiment but lacks random assignment
non-experiments research design that measures two or more variables to determines whether they are statistically related without manipulating them
extraneous variables effects the DV, but separately from the IV
confounding variables type of extraneous variable that follows the same pattern as the independent variable, making it difficult to understand the relationship b/w the IV and DV
operationalizing variables defining exactly how you will measure or observe a variable in a study
reliabilty whether a measure is consistent
validity whether a measure is measuring what is it supposed to measure
nominal categories are names or labels only with no numerical meaning and no inherent order
ordinal categories have meaningful order, but the differences b/w categories are not equal or measureable
qualitative variables describes qualities, characteristics, or categories, rather than numerical amounts
quantitative variables variables that are well represented by numbers
interval has equal distance between values
ratio has equal distance and a meaningful zero point
discrete do not have spaces between the measurements
continuous values can be divided infinitely between units
integers counting numbers
real numbers integers and fractions
binary numbers when there are only two values that can be in a set (yes/no, true/false)
frequency how often a value for a variable appears in a data set
frequency table table that lists each value in a dataset along with the number of times it occurs
continuous qualitative data numerical measurements that can take any value within a range, including decimals and fractions
bins intervals that you group your data into when creating a histogram
central tendency refers to the descriptive statistics that best represents the center of a data set
mean average of a group of scores
median middle score of all scores in a sample when the scores are arranged in ascending order
mode most common score of all the scores in a sample
unimodal distribution has one mode
bimodal distribution has two modes
multimodal distribution has more than two modes
range measure of variability calculated by subtracting the lowest score from the highest score
variability a numerical way of describing how much spread there is in a distribution
variance average of the squared deviations from the mean
deviation from the mean amount that a score in a sample differs from the mean of the sample
sum of squares symbolized as SS, is the sum of each of the score's squared deviation from the mean
standard deviation square root of the average of the squared deviations from the mean
How are deviation scores represented? X - M
How is variance represented? SD^2
interquartile range measure of the distance between the first and third quartiles
first quartile marks the 25th percentile of a data set
third quartile marks the 75th percentile of a data set
Created by: user-1972564
 

 



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