E370 Exam 1 (Chapters 1-5)at Indiana University

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68 Terms

1
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A frequency distribution shows

the number of data observations that fall into specific intervals (classes)

2
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Relative frequency distributions display

the proportion of observations in each class relative to the total number of observations

3
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A cumulative relative frequency distribution

totals the proportion of observations that are less than or equal to the class at which you are looking

4
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Discrete Data

can be counted/ whole numbers

5
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Continuous data

can be measured/ can be any value

6
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Ideally, the number of classes in a frequency distribution should be between

4 and 20

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k is the

number of classes in a frequency distribution

8
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Estimated class width formula

(max value-min value)/k

9
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Class boundaries

Maximum and minimum values in each class

10
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Coningency tables allow you to compare

the effects of multiple variables

11
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Scatterplots show

the relationship between 2 variables

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Elements

the entities on which data are collected

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Variable

characteristic of interest for the elements

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Observation

Set of measurements obtained for a particular element

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Nominal

No ranking, Eye color, zip codes

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Ordinal

Ranking, Education level

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Interval

No true zero, Calendar year

18
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Ratio

True zero, Income

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Time Series

Data values that correspond to specific measurements taken over a range of time periods

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Cross Section

Data values collected from a number of subjects during a single time period

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Descriptive statistics

Collecting, summarizing, and displaying data

22
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Inferential statistics

making claims or conclusions about the data based on a sample (makes statement about population)

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Parameter

a described characteristic about a population

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Statistic

a described characteristic about a sample

25
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A sample statistic is referred to as the ________ of the corresponding population parameter.

point estimator

26
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The median is ________________ to outliers

not sensitive

27
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If the data have exactly two modes, the data are ___________•If the data have more than two modes, the data are ____________

bimodal, multimodal

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Left skewed

mean

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Right-skewed

mean > median

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variance

squared standard deviation

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standard deviation

square root of variance

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Coefficient of variation

(Sample SD/sample mean)X100

33
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A high CV indicates _______________ relative to the mean

high variability

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z-score

Identifies the number of standard deviations a particular value is from the mean of its distribution

35
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Positive z-score

above the mean

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Negative z-score

below the mean

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z-score of outliers

+3 or -3

38
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Percentiles

measure the approximate percentage of values in the data set that are belowthe value of interest

39
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60th percentile = 31.1 MPG

60% of cars in the sample have MPG < 31.1

40
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Sample covariance, sxy

measures the direction of the linear relationship between two variables

41
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A positive sample covariance value implies a

positive linear relationship

42
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Sample correlation coefficient, rxy

measures both the strengthand directionof the linear relationship between two variables

43
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The values of sample correlation coefficient r range from -1.0, ____ , to +1.0, ___________

a strong negative relationship, a strongpositive relationship

44
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Probability

a numerical measure of the likelihood that an event will occur

45
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Experiment

any process that generates well-defined outcomes

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sample space for an experiment

set of all experimental outcomes

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event

a collection of outcomes

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Classical Method

Assigning probabilities based on the assumption of equally likely outcomes

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Empirical Method

Assigning probabilities based on experimentation or historical data

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Subjective Method

Assigning probabilities based on judgment or experience

51
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Law of Large Numbers (LLN)

As the number of trails or observations increases, the observed probability of an event (empirical probability) approaches theoretical (classical) probability

52
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complement of event A

the event consisting of all outcomes that are NOT in A; area out of circle

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union of events Aand B

the event containing all outcomes that are in A or B or both: whole venn diagram

54
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union of events Aand B is denoted by

A(smile)B

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complement of A is denoted by

A'

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intersection of events A and B

the set of all outcomes that are in both A and B; middle of venn diagram

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The intersection of events Aand B is denoted by

A(frown)B

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mutually exclusive

the events have no outcomes in common

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Conditional Probability

The probability of an event given or knowing that another event has occurred

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The conditional probability of A given B is denoted by

P(A|B)

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P(A|B) is calculated by

P(A and B)/P(B)

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Two events are considered independent if

the occurrence of one event has no impact on the occurrence of the other event

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random variable

a numerical description of the outcome of an experiment

64
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expected value

multiply valueXprobability then add all of them together and average it

65
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variance calculation

- figure out how much each score differs (deviates) from the mean by subtracting the mean from each score

- square each of these deviation values (to get rid of negative value)

- multiply by their own probabilities

- add together

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The characteristics of a Binomial Experiment

fixed number of trials, Each trial has only two possible outcomes, Each trial is independent of the other trials in the experiment

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Meanof a Binomial Distribution

μ= np

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Standard Deviation of a Binomial Distribution

σ=SQROOT(npq)