Unit 1 Flashcards

1
Q

Descriptive Division

A

Numbers that summarize and describe data sets

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2
Q

Inferential Division

A

Uses a sample set to draw inferences about a larger population

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3
Q

Random Sample

A

Every member has an equal opportunity to be selected

  • Because of chance factors, the sample will differ from the total makeup of the population
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4
Q

Stratified Random Sampling

A

Population is divided into a number of subgroups, called a strata, where random samples are then taken from.

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5
Q

Representative Sample

A

Sample chosen to match the qualities of the population from which it is drawn

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6
Q

Biased Sampling

A

A sampling method is biased if each element does not have an equal chance of being selected

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7
Q

Independent Variable

A

The variable manipulated by the experimenter

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8
Q

Variable Levels

A

Number of different independent variables within the study

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9
Q

Dependent Variable

A

Fixed variable that measures the experimental outcome

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10
Q

Qualitative (categorical) Variable

A

Variables with no natural sense of order. Data is not numerical and fits into categories.

  • Hair color, names, shirt color.
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11
Q

Quantitative (numerical) Variable

A

Variables measured on a numerical scale

  • persons age, shoe size, speed traveled
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12
Q

Discreet Variable

A

Variables that can only take on a finite number of values

  • SAT/ACT scores, persons age, current temp
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13
Q

Continuous Variable

A

Variables that can take on any number of values in a certain range

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14
Q

Nominal Scale

A

Nominal variables are used to “name,” or label a series of values

  • no reasoning/significance behind which category appears firs. Simply categorizes the responses
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15
Q

Ordinal Scale

A

An order scale in which the numbers are assigned to the objects to determine the relative extent to which the dependent variable is possessed.

  • no way to determine the equivalence between responses, so it is the order in which they appear that matters but not the degree of difference between the responses
  • consumer satisfaction of a product they purchased
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16
Q

Interval Scale

A

Objects are orderd

The difference between the two variables is meaningful and equal

The presence of zero is arbitrary. - does not have a true “zero” point

  • not all ratios are even comparisons
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17
Q

Ratio Scale

A

Objects are ordered

The same difference between any two points has the same meaning

The ratio between two points has the same meaning

It has a true “zero” point.

18
Q

Positive Skew Distribution

A

Distribution trail carries to the right

19
Q

Negative Skew Distribution

A

Distribution trail carries to the left

20
Q

Binomial Distribution

A

Distribution with two distinct peaks

21
Q

Leptokurtic (L)

A

Long tails relative to “normal” distribution

22
Q

Platykurtic

A

Short tails relative to “normal” distribution

23
Q

Symmetric Distribution

A

Tails extend equally in both direction

24
Q

Surges Rule

A

Used for calculating total class intervals

1 + Log2(N) where N = number of observations

25
Q

Rice Rule

A

Used for calculating total class intervals

2 X cubed root of total observations

26
Q

Class (Class Intervals)

A

Division of data into bin width

27
Q

Class Frequency

A

Number of observations in the class of data

28
Q

Bin Width Rules

A

Surges Rule = 1+Log2(n)

Rice Rule = 2 x cube root N

N = total number of observations

29
Q

Center Distribution - Balance Scale

A

Point at which distribution is even

30
Q

Center Distribution - Smallest Absolute Deviation

A

Absolute Deviation = sum of the difference in values from deviation

Center Distribution - smallest number for which the sum of the absolute deviations is smallest

31
Q

Center Distribution - Smallest Squared Deviation

A

Squared Deviation = difference in values from deviation squared

Center Distribution - smallest number for which the sum is smallest

32
Q

Three Ways to Define a Central Tendency

A
  1. Point at which distribution is balanced
  2. Number which minimizes the sum of the absolute differences
  3. Number which minimizes the sum of the squared differences
33
Q

Mode

A

Most frequently occurring value

34
Q

Mean

A

Total value / Total numbers

  • Minimizes the sum of squared deviations
  • Where we hope a distribution is balanced
35
Q

Median

A

Midpoint of a distribution ranked from lowest to highest

  • Minimizes the sum of absolute deviations
36
Q

Range

A

Highest value - Lowest value

37
Q

Interquartile Range (IQR)

H-Spread

A

Range of the middle 50% of the values

IQR = 75th percentile - 25th percentile

38
Q

Semi-Interquartile Range

A

Interquartile range divided by 2

The median plus or minus the semi-interquartile will contain 50% of the values

39
Q

Variance

A

The expectation of the squared deviation of a random variable from its mean.

Informally, it measures how far a set of numbers are spread out from their average value

40
Q

Standard Deviation

A

Square root of the variance

Variance - average squared difference of the values from the mean