Stat 111 Introduction to Statistics

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Vocabulary flashcards for Statistics 111 lecture notes.

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91 Terms

1
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Statistic (as numerical facts)

Numerical facts regarding people living in a specific area.

2
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Statistic (as investigation)

The investigation of methods for gathering, analyzing, and interpreting data.

3
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Descriptive Statistics

Its primary concern is the description of large amounts of data, including data classification and diagrammatic representation.

4
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Inferential Statistics

Allows us to draw conclusions about the population based on samples drawn from the population.

5
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Quantitative Variables

Data that can be measured or counted directly, like quantity sales or wages.

6
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Qualitative Variables

Information that is not numerical in nature, such as skin color or marital status.

7
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Coding (Qualitative Data)

The process of assigning numerical values to qualitative variables.

8
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Ranging/Ranking (Qualitative Data)

Arranging qualitative data in descending order of importance and assigning values in that order.

9
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Primary Data Source

Original information gathered by the investigator for a specific study, derived from surveys.

10
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Secondary Data Source

Pre-existing data collected by others for another purpose, often from administrative activities.

11
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Discrete (or) ungrouped frequency distribution

Each class is distinct and separate. Non-continuity from one class to another class omits.

12
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Continuous (or) grouped frequency distribution

Data are organised by the use of some intervals

13
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Class Limits

The lowest and highest values that can be included in the class.

14
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Class Interval

The size of each group of data.

15
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Width or Size of the Class Interval

The difference between the lower and upper class limits.

16
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Range

The difference between the largest and smallest value of the observation.

17
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Mid-Value/Midpoint

Central point of a class interval, found by averaging the upper and lower limits.

18
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Exclusive (continuous) method

Type of class Interval in which the class interval overlaps

19
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Inclusive (Discrete) method

In this method the over lapping of the class intervals is voided

20
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Open-end classes

A class limit is missing either at the lower end of the first class interval or at the upper end of the last class interval

21
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Histogram

Also called block frequency diagram. It is a continous distribution

22
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Frequency polygon

It is obtained by plotting the midpoints of each class interval and the corresponding frequency of that dass

23
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Cumulative frequency Distribution (Ogive) or (CF.Curve)

obtained by plotting cumulative frequency agamist upper class boundary

24
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Sources of statistical Errors

are the difference between the actual magnitude of the object in question and the magnitude of the estimation of the objects given by the enum

25
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Absolute Error

This is given by subtracting the estimated value from the actual value.

26
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Relative error (or per centage error)

This is actual error committed divide by the estimated value. When this proportion is multiplied by 100

27
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Measure of central tendency

Measures of location or simply called averages are widely used statistically measures.

28
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Arithmetic mean or simple mean

it is defined as the sum of the observations divided by the number of observations.

29
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Median

in that value of the variable which divides group into two equal parts

30
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Mode

is the value that occurs most frequently

31
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unimodal listibution

defined as, a listibution with one mode

32
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bimodal listibution

defined as, a listibution with two mode

33
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Geometer mean

of n observations is the nth root of their products.

34
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Harmonic Mean

of nitem is defied as

35
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Measures of partition

divide data in to four, ten ad hundred equal parts respectively

36
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Quartiles

divide data in to four equal parts when the data are arrange in order of size

37
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Jeciles

divides the distribution in to ten equal parts

38
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percentiles

divide a distribution in to 100 equal parts

39
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Measures of Dispersion

always occur in size or quality always occur

40
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Range

Difference of Largest(L) and Smallest(S), range = (L-S)

41
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Quartile Deviation

This is also called Semi Inter quartile Range

42
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Interquartle Range

Quartiles Deviation is haff of the difference between the first and third quartiles

43
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Mean seviation

number of observations

44
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Standard deviation

standard deviation is obtained by using the formula

45
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Variance

as the mean of squared deviation of the mean from each Observation

46
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Index number

statistical measure designed to study the relative change in a variable

47
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Statistic (as numerical facts)

Numerical facts regarding people living in a specific area.

48
New cards

Statistic (as investigation)

The investigation of methods for gathering, analyzing, and interpreting data.

49
New cards

Descriptive Statistics

Its primary concern is the description of large amounts of data, including data classification and diagrammatic representation.

50
New cards

Inferential Statistics

Allows us to draw conclusions about the population based on samples drawn from the population.

51
New cards

Quantitative Variables

Data that can be measured or counted directly, like quantity sales or wages.

52
New cards

Qualitative Variables

Information that is not numerical in nature, such as skin color or marital status.

53
New cards

Coding (Qualitative Data)

The process of assigning numerical values to qualitative variables.

54
New cards

Ranging/Ranking (Qualitative Data)

Arranging qualitative data in descending order of importance and assigning values in that order.

55
New cards

Primary Data Source

Original information gathered by the investigator for a specific study, derived from surveys.

56
New cards

Secondary Data Source

Pre-existing data collected by others for another purpose, often from administrative activities.

57
New cards

Discrete (or) ungrouped frequency distribution

Each class is distinct and separate. Non-continuity from one class to another class omits.

58
New cards

Continuous (or) grouped frequency distribution

Data are organised by the use of some intervals

59
New cards

Class Limits

The lowest and highest values that can be included in the class.

60
New cards

Class Interval

The size of each group of data.

61
New cards

Width or Size of the Class Interval

The difference between the lower and upper class limits.

62
New cards

Range

The difference between the largest and smallest value of the observation.

63
New cards

Mid-Value/Midpoint

Central point of a class interval, found by averaging the upper and lower limits.

64
New cards

Exclusive (continuous) method

Type of class Interval in which the class interval overlaps

65
New cards

Inclusive (Discrete) method

In this method the over lapping of the class intervals is voided

66
New cards

Open-end classes

A class limit is missing either at the lower end of the first class interval or at the upper end of the last class interval

67
New cards

Histogram

Also called block frequency diagram. It is a continous distribution

68
New cards

Frequency polygon

It is obtained by plotting the midpoints of each class interval and the corresponding frequency of that dass

69
New cards

Cumulative frequency Distribution (Ogive) or (CF.Curve)

obtained by plotting cumulative frequency agamist upper class boundary

70
New cards

Sources of statistical Errors

are the difference between the actual magnitude of the object in question and the magnitude of the estimation of the objects given by the enum

71
New cards

Absolute Error

This is given by subtracting the estimated value from the actual value.

72
New cards

Relative error (or per centage error)

This is actual error committed divide by the estimated value. When this proportion is multiplied by 100

73
New cards

Measure of central tendency

Measures of location or simply called averages are widely used statistically measures.

74
New cards

Arithmetic mean or simple mean

it is defined as the sum of the observations divided by the number of observations.

75
New cards

Median

in that value of the variable which divides group into two equal parts

76
New cards

Mode

is the value that occurs most frequently

77
New cards

unimodal listibution

defined as, a listibution with one mode

78
New cards

bimodal listibution

defined as, a listibution with two mode

79
New cards

Geometer mean

of n observations is the nth root of their products.

80
New cards

Harmonic Mean

of nitem is defied as

81
New cards

Measures of partition

divide data in to four, ten ad hundred equal parts respectively

82
New cards

Quartiles

divide data in to four equal parts when the data are arrange in order of size

83
New cards

Jeciles

divides the distribution in to ten equal parts

84
New cards

percentiles

divide a distribution in to 100 equal parts

85
New cards

Measures of Dispersion

always occur in size or quality always occur

86
New cards

Range

Difference of Largest(L) and Smallest(S), range = (L-S)

87
New cards

Quartile Deviation

This is also called Semi Inter quartile Range

88
New cards

Interquartle Range

Quartiles Deviation is haff of the difference between the first and third quartiles

89
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Mean seviation

number of observations

90
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standard deviation is obtained by using the formula

91
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