Key words Flashcards

1
Q

Nominal Scale

A

Labels or names used to identify an attribute of the element

Ex: M/F, Married/Single, Eye Color: Blue/Brown/Grey/Etc.

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2
Q

Ordinal Scale

A

Data exhibiting properties of nominal data and the order or rank of data is also meaningful
Ex: Old age, Middle age, Young adulthood; High/Low

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3
Q

Interval Scale

A

Data has all the properties of ordinal data and the interval between values is expressed in terms of a fixed unit of measure. Interval data are always numerical, can be ranked.
} Ex: SAT scores (620, 550, 470), Credit history scores

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4
Q

Ratio Scale

A

Data exhibiting all properties of interval data and ratio of two values is also meaningful, i.e., there is a meaningful zero value.
} Ex: Distance, Height, Price (Sofa from West Elm costing $1600 is twice as expensive as sofa from IKEA costing $800.)

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5
Q

Data Measurement Levels

A
Ratio/Interval Data  (Highest Level Complete Analysis)
Ordinal Data   (Higher Level Mid-level Analysis)
Nominal Data   (Lowest Level Basic Analysis)
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6
Q

Data Types: Categorical and Numerical Data

A
Data
   Qualitative (Categorical)
Examples:
- Marital Status
- Political Party n Eye Color
(Defined categories)

Discrete
Examples:
- Number of Children n Defects per hour
(Counted items)

Continuous
Examples:
- Weight n Voltage (Measured
characteristics)

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7
Q

Cross Sectional Data

A

Data values observed at a

single point in time.

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8
Q

Time Series Data

A

Data collected over

several time periods.

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9
Q

Tabular summary

A

Frequency, Percent Frequency, etc.

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10
Q

Graphical Summary

A

Bar Charts, Histograms, etc.

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11
Q

Numerical

A

Mean, Median, Standard Deviation, etc.

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12
Q

Relative frequency

A

of a class equals the fraction or proportion of items belonging to a class.

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13
Q

A bar chart can be used to

A

summarize categorical data

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14
Q

A useful feature of bar charts is that they can display

A

multiple issues

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15
Q

A pie chart is

A

another graphical device for depicting relative frequency, or percent frequency for categorical data.

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16
Q

Line Charts are

A

effective tools to represent data that are measured over time (e.g., monthly, quarterly, annually)

17
Q

A Scatter diagram is

A

a graphical representation of the relationship between two quantitative variables.

18
Q

A histogram is constructed

A

by placing the bins on the horizontal axis and the frequency, relative frequency, or percent frequency on the vertical axis.

19
Q

Mean =

A

The most common measure of central tendency

Mean = sum of values divided by the number of values } Affected by extreme values (outliers)

20
Q

Weighted Mean

A

The mean of data values that have been weighted according to their relative importance
is useful in computing the expected value of a random variable

21
Q

A percentile provides information about

A

how the data are spread over the interval from the smallest value to the largest value.

22
Q

Basic Elements of Probability Theory

A

Experiment
Elementary outcome
Sample Space (S)

23
Q

Mutually Exclusive =

A

no overlap between events

24
Q

Cumulative distribution function (CDF):

A

The probability a random variable X takes on a value less than or equal to x.

25
Q

The variance of a random variable X is

A

the weighted sum of its squared deviation from its mean

26
Q

Standard deviation

A

the square root of the variance

27
Q

Binomial distribution Definition

A

Used to count the number of successes (or failures) from a random sample of size n when each trial has a probability of success p.

28
Q

Poisson Distribution Definition

A

Used to count the number of occurrences of a particular event during an interval of time.

29
Q

Discrete random variable

A

when there are finitely many or countable number of values of a random variable

30
Q

Continuous random variable

A

when a random variable can take any real-number value (in an open or closed range)

31
Q

Uniform Distribution Definition

A

Simplest continuous distribution, used to model quantities which are “equally likely to take any value” in a given range.

32
Q

Normal Distribution

A

Mostcommoncontinuous distribution used to model quantities which have a “central tendency” with concentration around the center.