02 Basics of Statistics Vocab Flashcards
variation due to the experimenter doing something to all the participants in one condition and not in the other condition
systematic variation
variation that results from random factors that exist between the experimental conditions
unsystematic variation
all data is distributed symmetrically around the center of all scores
bell curve
normal distribution
lack of symmetry
skew
tail points toward higher or more positive scores
positive skew
tail points toward lower or more negative scores
negative skew
degree to which scores cluster at the ends of the distribution (tails) and how pointy a distribution is
kurtosis
many scores in the tails and is pointy
positive kurtosis
few scores in the tails and tends to be flatter than normal
negative kurtosis
score in the data set which occurs most frequently
mode
middle score when the data is ranked in order of magnitude
median
average score of data set
mean
average of a population
µ
average of a sample
x-bar
largest score » smallest score
range
range which excludes values at the extremes of the distribution
inter-quartile range
3 scores that split the sorted data into 4 equal parts
quartiles
median of the upper half of the data set
upper quartile
median of the lower half of the data
lower quartile
allow researchers to calculate the probability that a score will occur when the data is normally distributed
z-scores
determines whether the alternative hypothesis is likely to be true
interferential statistics
probability that the result is a chance finding
p-values
SS
sum of squared errors
s2
variance
s
standard deviation
difference between the observed data and the model of the mean
deviance
square the difference between observed score and mean value
sum of squared errors (SS)
average error between the mean and observed scores
variance (s2)
square root of variance
standard deviation (s)
samples from the same population will vary slightly because they contain different members of the population
sampling variation
frequency distribution of the sample means from the population
sampling distribution
standard deviation of the sample means
standard error of the mean
√(standard error of the mean)
standard error
as samples get large, the sampling distribution has a normal distribution with a mean equal to the population mean
central limit theorem
CI
confidence interval
provides another approach to assess the accuracy of the sample mean as an estimate of the population mean
confidence interval
sample mean must be vary close to the true mean
small CI
sample mean is not similar to the true mean and thus is a bad representation of the population
wide CI
one-tailed test
directional hypothesis
two-tailed test
non-directional hypothesis
1-beta =
power
free program that can be downloaded to determine sample size to achieve a desired level of power
G*power