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type I error
no effect, H0 true, reject H0
Type II error
effects exist, H0 false, failed to reject H0
false positive
type I error AKA
false negative
type II error AKA
directional prediction
prediction that leans toward a particular group
directional prediction
uses one-tailed hypothesis
directional prediction
prediction that focuses on only one of either positive or negative value on bell-shape curve
non-directional prediction
uses two-tailed hypothesis
directional prediction
prediction that focuses on both positive and negative
directional prediction
example: "group A has higher variable than group B"
non-directional prediction
example: "there is no sig difference in variable between grp A and grp B"
one-tailed hypothesis test
specify either increase or decrease in the population mean
directional prediction
makes a statement about the direction of the effect
non-directional prediction
prediction that doesn't lean towards any particular group
two-tailed test
tailed test that demands more evidence to reject H0 because of the p-value being divided into two
two-tailed test
p < 0.05 turned into p < 0.025
one-tailed test
this type of tailed test is more sensitive
two-tailed test
tailed test that is used when there is no strong directional expectation or when there are 2 competing predictions
one-tailed test
tailed test that should be used when directional prediction is made
one-tailed test
tailed test that should be used if there is a strong justification for making the directional prediction
parametric tests
designed to test hypothesis about specific population parameters
parametric tests
makes assumptions about other population parameters
parametric tests
requires a numerical score for each individual in the sample
parametric tests
test that requires scale interval/ratio
non-parametric tests
test that requires scale ordinal or nominal
non-parametric tests
participants are usually classified into categories
one-tailed test
tailed test to use when researchers want to prove something