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uwo psych 2801 - lesson 4
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types of graphs:
pie
charts
and
bar
graphs
histograms
scatterplots
and
line
graphs
time-series
graphs
types of data:
categorical
numerical
categorical
data
: each value represents a
discrete
category
order
DOES
NOT
matter
numerical
data: each value represents either a
real
number or a place on a
continuum
order
DOES
matter
pie
chart
: used for
categorical
data
displaying
relative
frequencies (part of a whole)/proportion
implications of pie charts:
not great for
absolute
frequencies
best for simple categorical data
bar
graphs
: series of categories by representing each as a bar
for
complex
categorical data
for
absolute
frequencies associated with a category
preferred
method for categorical data
categorical data graphs:
pie
charts
and
bar
charts
numerical data charts:
histograms
,
scatterplots
and
time-series
graphs
histogram
: shows the
distribution
of numerical values
shows
mean
,
range
,
skew
and possible
outliers
you can find out if variable is
normally
distributed using a
histogram
binning
: process of choosing interval for x axis -
effects distribution
lower bin
: makes data noisier
bin too big
: lose valuable info
types of
numerical
data:
discrete
continuous
discrete numerical data:
finite
number of values
continuous numerical data:
infinite
number of values
continuous variables are usually assumed to be
normally
distributed
if a
continuous
variable is not normally distributed, you can
log
transform
it by taking the log
10
of each variable
scatterplot
: shows how
TWO
numerical
variables are associated with each other - works well with two
CONTINUOUS
variables
instead of log transforming a
continuous
variable, you can bin it into
discrete
numerical
values
helps people understand
better
simpler
helps fix
normal
distribution pattern
line graph:
ONE
continuous
and
ONE
discrete
variable - shows how they are associated
in a line graph, the
x
axis
is usually the
discrete
variable, and the
y
axis
is usually the
continuous
variable
time series graph: type of
LINE
GRAPH
that shows how something changes over
time
x axis:
discrete
, y axis:
continous
importance of y axis: usually contains dependent measure
truncating
axis (not starting at baseline) can exaggerate differences
too
broad
of range can
minimize
differences (zoomed out so lose variation)
flip
y axis around - implies wrong message
importance of x axis: usually associated with
time
if you only present a
portion
- changes look of graph
exaggerate
changes by zooming in
recap of x and y axis importance:
truncating
axis
expanding
axis
ignoring
conventions
comparing
non-equivalent
data (two different y axis on same graph)