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t test
quantifies the strength and direction of a difference between 2 means
use when our IV (or predictor) is categorical and has two levels
test statistic: t and or d (cohens d)
aka point estimate, effect size
can be positive or negative (the t)
0 = no difference between means
farther from 0 = greater differences between means
interpretation t: p value, then look at means
interpretation d: 0.2 = small, 0.5 = medium, 0.8 = hard
t test chat
Example: Researchers compare test scores for students who studied with music versus students who studied in silence.
Calculate the mean for each group.
Use a t-test to compare the means while accounting for variability and sample size.
Look at the p-value:
p < .05: Significant difference between the groups.
p ≥ .05: Not a statistically significant difference.
Remember: A t-test tells you whether the difference between two group means is statistically significant.
what if i have more than 2 IV conditions?
use ANOVA test
quantifies the strength of differences between 2+ means
use when IV (or predictor) is categorizal and has 2+ levels
test statistic: f
aka point estimate, effect size
can only be positive
0= no difference between means
farther away from 0 = greater difference between means
interpretation f: p value, then look at means
factorial designs
IVs (multiple)
study with the joint effects of 2+ IVs on a DV
within, between, or both (mixed)
sometimes term “IV” is used loosly here to mean predictor
why ?
>1IV
interactions
test limits
external validity
theory testing and building
factorial notation
number of numbers = number of IVs
values = # of levels for each IV
continuous vs categorical
Continuous variable: A variable measured on a scale that can take many numerical values (e.g., height, weight, or time). (interval, ratio)
Categorical variable: A variable that places people or things into distinct groups (e.g., gender, eye color, or treatment group). (nominal, ordinal)