t-test Flashcards
t-test
- when we have 1 IV with 2 levels
- estimates whether the population means under the 2 levels are different
- estimates based on difference between the measured sample means
independent t-test
between participants / independent groups
paired t-test
within participants/ repeated measures
true experimental
random allocation
variance between IV levels
variance we assume is accounted for by manipulation of IV
variance within IV levels
difference between participants within the groups (levels)
- reflected by standard deviation
how does variance between IV levels arise
- manipulation of IV
- individual differences
- experimental error
experimental error
random or constant
random error
chance fluctuation in measurement
e.g. hitting stop watch too early or late
constant error
confounds that influence measurement of DV between IV levels
- bias
e.g. giving one group practice and one group not
sources of variance within IV levels
- individual differences
- experimental error (random not including constant)
null hypothesis
- no difference between the population means and sample means
- H0: u1-u2=0
or
u1=u2
what does t-distribution represent
- distribution of sampled mean differences when the null hypothesis is true
features of t-distributions
- mean of 0
- ## s.d. = s.e
s.e.
standard error
the extent to which an individual sampled mean difference deviates from 0
t-value
difference between sample means
reflected in standard error units
(don’t need to memorize formula)
ESEd
s=variance
n=sample size
t-value closer to 0
small variance between IV levels relative to within IV levels