Displaying Data Flashcards
1
Q
how to draw a good graph (4)
A
- show the data
- make patterns in the data easy to see (avoid unnecessary clutter)
- represent magnitudes honestly (have a baseline)
- draw graphical elements clearly (appropriate font and text size)
2
Q
frequency and frequency distribution (2)
A
- frequency: number of observations having a particular measurement in a sample
- frequency distribution: number of occurrences for all values in the data
3
Q
relative frequency
A
- proportion of observations having a given measurement, calculated as the frequency divided by the total number of observations
4
Q
relative frequency distribution
A
- proportion/fraction of occurrences of each value in a data set
5
Q
frequency table (2)
A
- text display of the number of occurrences of each category in a data set
- categorical data for one variable
6
Q
bar graph (2)
A
- uses the height of rectangular bars to display frequency distribution (or relative frequency distribution)
- categorical data for one variable
7
Q
how to make a good bar graph (6)
A
- the bars must have equal widths to represent magnitude correctly
- baseline of y-axis is at 0
- bars should stand apart, spaces between bars
- nominal data: order categories based on frequency of occurrence
- ordinal data: present values in natural order
- total # of observations (n) in figure legend
8
Q
bar graph vs pie chart (2)
A
- bar graph is usually better than a pie chart
- more difficult to compare frequencies, supplementary labelling required
9
Q
histogram (3)
A
- uses area of rectangular bars to display the frequency distribution (or relative frequency distribution)
- data values split into consecutive bins/intervals of equal width
- used for single numerical variable
10
Q
mode
A
- interval corresponding to the highest peak in the frequency distribution
11
Q
bimodal
A
- frequency distribution having two distinct peaks
12
Q
symmetric
A
- frequency distribution having frequencies on the left half of the histogram mirror the frequencies on the right half
13
Q
skewed
A
- frequency distribution that is not symmetric for a numerical value
14
Q
uniform
A
- frequency distribution having level frequency distribution (all frequencies are around the same range)
15
Q
outliers
A
- observation well outside of the range of values of other observations in a data set