Central Tendency Flashcards

1
Q

It is a statistical measure to determine a single score that defines the center of a distribution.

A

Central Tendency

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2
Q

It is the sum of the scores divided by the number of scores.

A

Mean

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3
Q

2 alternative definitions of Mean

A
  1. Dividing the Total Equally
  2. The Mean as a Balance Point
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4
Q

It is the calculated overall mean when one makes a larger contribution to the total group and therefore carries more weight.

A

Weighted Mean

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5
Q

4 Characteristics of the Mean

A
  1. Changing a Score
  2. Introducing a New Score or Removing a Score
  3. Adding or Subtracting a Constant from Each Score
  4. Multiplying or Dividing Each Score by a Constant
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6
Q

The midpoint of the list if the scores in a distribution are listed in order from smallest to largest and if the point on the measurement scale below which 50% of the scores in the distribution are located.

A

Median

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7
Q

The score or category that has the greatest frequency in a frequency distribution.

A

Mode

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8
Q

A distribution with two modes.

A

Bimodal

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9
Q

A distribution with two or more modes.

A

Multimodal

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10
Q

The taller peak of frequency mode.

A

Major Mode

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11
Q

The shorter peak of frequency mode.

A

Minor Mode

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12
Q

4 situation to use Median

A
  1. Extreme Scores or Skewed Distributions
  2. Undetermined Values
  3. Open-Ended Distributions
  4. Ordinal Scale
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13
Q

3 situations to use Mode

A
  1. Nominal Scale
  2. Discrete Variables
  3. Describing Shape
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14
Q

2 general types of distributions

A
  1. Symmetrical Distribution
  2. Skewed Distribution
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15
Q

It is where the right-hand side of the graph is a mirror image of the left-hand side.

A

Symmetrical Distribution

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16
Q

It is where there is a strong tendency for the mean, median, and mode to be located in predictably different positions.

A

Skewed Distributions

17
Q

Its highest frequency is on the left-had side.

A

Positively Skewed Distribution

18
Q

It is lopsided up on the right-hand side.

A

Negatively Skewed Distribution

19
Q

3 Measures of Central Tendency

A
  1. Mode
  2. Median
  3. Mean