Ch 1 Flashcards

1
Q

Define Statistics

A

the science of data

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2
Q

What is data analysis?

A

the process of organizing, displaying, summarizing, and asking questions about data

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3
Q

Individuals

A

objects described by a set of data

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4
Q

Variable

A

any characteristic of an individual

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5
Q

Categorical (qualitative) variable

A

places an individual into one of several groups or categories (doesn’t make sense to find an average)

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6
Q

quantitative variable

A

takes numerical values for which it makes sense to find an average

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7
Q

Would grade level be categorical or quantitative?

A

categorical

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8
Q

Variables change or do not change?

A

variables change

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9
Q

Distribution

A

graph (or table), tells us what values a variable takes and how often it takes those values

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10
Q

inference

A

making a conclusion

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11
Q

population is or is not a whole?

A

population is a whole

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12
Q

Most common graph for categorical data?

A

pie chart and bar graph

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13
Q

what does a two way table describe?

A

describes two categorical variables, organizing counts according to a row variable and a column variable

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14
Q

Example of a two way table?

A

gender and richness chance charted

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15
Q

Marginal distribution

A

the totals (usually in the margin)

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16
Q

conditional distribution

A

percents (specific value)

17
Q

what to use when describing graphs?

A

SOCS

shape, outliers, center, and spread

18
Q

ex of shape

A

symmetric, skewed

19
Q

ex of center

A

mean, median (middle)

20
Q

ex of spread

A

standard deviation, IQR, range

21
Q

what does sigma mean?

A

add, sum of

22
Q

the mean is also what?

A

-

x , the average

23
Q

The mean is also known as the what?

A

balance point

24
Q

the ___ is sensitive to extreme values and is not resistant to extremes and/or outliers

A

mean

standard deviation

25
Q

the median also means what?

A

the middle number

26
Q

when a roughly symmetric distribution is presented, the median and mean are ____

A

close together

27
Q

when an exactly symmetric distribution is presented, the median and mean are ____

A

exactly the same

28
Q

when a skewed distribution is presented, the median and mean are ____

A

the mean is farther out in the long tail than is the median

29
Q

How to find the range?

A

highest # - lowest #

30
Q

what are quartiles?

A

“medians” of each half of the data

31
Q

how to find the interquartile range?

A

Q3-Q1

32
Q

standard deviation

A

typical distance from the mean

33
Q

varience

A

standard deviation squared

34
Q

5 number summary

A

(usually represented with a boxplot) max, min, first q, third q, and median

35
Q

How to use the 1.5 * IQR rule for outliers?

A

find IQR
multiple by 1.5
Q3 + ^ = what the outliers are
Q1 - ^^ = what the outliers are