Exam 3 (ch 9-12) Flashcards
the assumed or claimed mean of the population
μo
the estimate of an unknown population mean
μ1
with Null Hypothesis Testing we are
comparing
a proposition based on limited evidence
hypothesis
a proposition of no difference
null hypothesis
also called the hypothesis of equality
null hypothesis
a statement of difference
alternate hypothesis
only one variable is sampled
one sample design
we are comparing our single sample against a known population parameter
one sample design
the process that produces abilities that are accurate where the null hypothesis is true
null hypothesis significance test
T/F in NHST we always assume the alternate hypothesis is true
false
one tail vs two tail significance test: does bud light contain more than 4.2% abv
one tail
is the abv of budlight different from the companies claim of 4.2%?
two tail
AH will entail a direction to the difference (greater than or less than μo)
one tail hypothesis
AH will not entail a direction, just a general difference
two tail hypothesis test
T/F: NHST allows one to provide evidence for the alternate hypothesis but not for the null hypothesis
true
the sampling distribution is most often a
t distribution
probability is chosen as the criterion for rejecting the null hypothesis
significance level
probability of a type 1 error
alpha
difference (between means) so large that chance is not a plausible explanation for the difference
statistically significant
the area on the distribution that is beyond the significance level; “reject the null here”
rejection zone
the number from the sampling distribution that determines whether the null is neglected
critical value
corresponds to the significance level
critical value
rejection of a null hypothesis that is true
type 1 error
failure to reject a null hypothesis that actually is false
type 2
probability of a type 1 error
alpha