chapter 2 Flashcards

1
Q

what is a database?

A

a collection of information

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2
Q

what is data called that has 2 variables?

A

bivariate data

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3
Q

what does a pictogram use?

A

symbols or pictures to represent a number of items

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4
Q

in a bar chart…

A
  • bars are equal widths with equal spaces between them
  • the height (or length) of the bar represents the frequency
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5
Q

what is a vertical line graph?

A

similar to a bar chart- has lines instead of bars

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6
Q

what do multiple bar charts have?

A

more than one bar for each class

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7
Q

in a composite bar chart what does each bar show?

A

how the total frequency for that category is made up from different component groups

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8
Q

what does a stem & leaf diagram show?

A

numerical data- split into a “stem” and “leaves”

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9
Q

how are the numbers written in a stem & leaf diagram?

A

in order

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10
Q

what does the stem & leaf diagram show?

A

the shape of the data distribution

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11
Q

what does a back to back stem & leaf diagram show?

A

two sets of data with the same stem

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12
Q

on back to back stem & leaf diagram where are the smallest values on each row?

A

nearest to the stem

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13
Q

a pie chart is a way to display data in what way?

A

when you want to show how something is shared/divided

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14
Q

what does a pie chart use to represent frequency?

A

area

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15
Q

what do the angles at the centre of the pie chart add up to?

A

360 degrees

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16
Q

in a pie chart, what is the area of the sector proportional to?

A

proportional to the frequency of the category

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17
Q

what is the area of the pie chart proportional to?

A

the total frequency

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18
Q

if two sets of data have different frequencies and they were drawn the same size- why is this bad?

A

it is misleading

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19
Q

what are areas in comparative pie charts like?

A

the area of the 2 pie charts are in the same ratio as the two frequencies

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20
Q

what are comparative pie charts used for?

A

to compare 2 sets of data

21
Q

how to compare the total frequencies of comparative pie charts?

A

compare the areas

22
Q

how to compare the proportions of comparative pie charts?

A

compare the individual angles

23
Q

what are population pyramids similar to?

A

bar charts or stem and leaf diagrams

24
Q

what do population pyramids show?

A

the age groups in a population- usually divided by gender

25
Q

what is a choropleth map used for?

A

used to classify regions of a geographical areas

26
Q

in choropleth maps how are regions shaded?

A

with an increasing depth of colour

27
Q

why is a key required in choropleth maps?

A

to show what each shade represents

28
Q

a choropleth map can also be….

A

a diagram instead of a map

29
Q

what is a histogram similar to?

A

a bar chart

30
Q

what type of data do histograms use?

A

continuous data

31
Q

why are there no gaps between the bars in histograms?

A

because the data is continuous

32
Q

what does a frequency polygon do?

A

joins the mid-points of the top of the bars with straight lines

33
Q

what is cumulative frequency?

A

a running total of frequencies

34
Q

when would a cumulative frequency step polygon be used?

A

for discrete data

35
Q

when would a cumulative frequency diagram be used?

A

for grouped continuous data

36
Q

with a cumulative frequency diagram, how do you join the points?

A

with a smooth curve

37
Q

what can cumulative frequency diagrams be used for?

A

to estimate or predict other values

38
Q

what does a histogram show about the data?

A

how the data is distributed across the class intervals

39
Q

what direction will positive skew be in?

A

-> ( going right)

40
Q

what direction will negative skew be in?

A

<- (going left)

41
Q

what do you need to do when drawing a histogram with unequal class intervals?

A

need to adjust the height of the bars so that the area of the bar represents the frequency

42
Q

with histograms with equal class intervals, what represents the frequency?

A

the height

42
Q

in histograms with unequal class intervals what represents the frequency?

A

the area of the bar

42
Q

how to figure out frequency density?

A

frequency/class width

43
Q

when can you compare data in histograms?

A
  • if they have the same class intervals
  • if they have the same frequency density scales
44
Q

what are some features of misleading diagrams?

A
  • scales that do not start at zero
  • lines on a graph that are too thick to interpret information
  • graphs and charts without keys may be misleading
45
Q

why do 3D diagrams make comparisons difficult?

A
  • things at the front of the diagram can appear larger than those at the back
  • sections from the diagram separated from other parts make comparisons difficult
46
Q

what do bar charts and line graphs show?

A

trends and patterns in data