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STATS quiz c4-6

zSTATS quiz c4-6

QuestionAnswer
how sample surveys go wrong confidence statements dont reflect all sources of error that are present in practical sampling
sampling errors errors caused by the act of taking a sample, how we chose the sample - causes results in a sample to be different than census results
random sampling error deviation between sample's statistic and the population's parameter being CAUSED BY CHANCE when selecting sample
what does MOE influde only includes random sampling error
nonsampling errors not related to how we collected sample, there was no mistake made in method of choosing -can even be present in a census
examples of bad sampling methods convenience sample, voluntary response, undercoverage
convenience sample selecting individuals that are easiest to reach/contact
voluntary response sample chooses itself -people with strong opinions are likely to put in a response
undercoverage routinely leaving people (a certain group) out of a sample.
examples of nonsampling errors processing errors, poorly worded questions, response error, nonresponse error
processing error mistakes in date entry or arithmetic
poorly worded questions question is slanted to favor one response over another
response error inaccurate responses due to lying, bad memory, etc.
nonresponse error failure to obtain data from an individual in a sample
does a NONsampling error effect MOE no, only random sampling error
statistical methods to correct error strata, cluster sapling, systematic sampling
strata sampling done in stages/layers. typically a representative setup. -can take away RANDOMNESS
example of strata if choosing 1/4 of each grade, after getting 250 freshman, the rest of the freshmen don't have an equal chance anymore -takes away randomness
cluster samples sampling in groups based on location (geographical) -not always random
systematic sampling selecting every (n)th individual
explanatory variable the variable that we think explains or causes changes in the response variable -independant
response variable the variable that measures an outcome/result -dependent
treatment any specific experimental condition applied to a subject
observational study passively collected data, no treatment is imposed -no intervening
experiment intentionally intervening with subject by imposing some treatment in order to investigate the impact on the response variables
lurking variable not one of the known explanatory variables, has important effect on response variable -causes trouble when trying to estimate a cause and effect relationship between explanatory and response variables
confounded variable when effects on response variable cant be distinguished from eachother
placebo treatment that has no active ingredient. individuals respond favorably -can be confounded with the effect of treatment
double blind neither the subject or researchers know who received what treatment
random comparative experiment we compare 2 or more treatments, use chance to assign treatment/subject, use enough subjects so effects of chance are small/not likely
randomization using IMPERSONAL chance in assigning. produces groups of subjects that should be similar, on average, ina all respects before treatment is applied
comparative design exposes all groups to similar conditions, other than the treatments they receive. this ensures that any lurking variable operates equally on all groups and, on average groups differ only in treatment given
comparative design: chance or not chance not due to chance
control we want to ______ the effects of lurking variables on response, most simply by comparing 2 or more treatments
statistical significance an observed effect of size that would rarely occur by chance.
matched pairs design compares just two treatments on subjects who are matched based on similarity
block design a group of experimental subjects that are known before the experiment to be similar in some way that is expected to affect the response to the treatments
Created by: liz gelles
 

 



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