Chapter 4 - Statistics Flashcards

1
Q

The collection, tabulation, analysis, interpretation, and presentation of numerical data

A

Statistics

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2
Q

The Five Aspects of Statistics

A

Collection, tabulation, analysis, interpretation, and presentation

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3
Q

A collection of all possible elements, values, or items associated with a situation

A

Population

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4
Q

A subset of elements or measurements taken from a population

A

Sample

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5
Q

A sample will represent the population of it is

A

Random and Unbiased

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6
Q

Each item in the population had the same opportunity to be selected

A

Random Sample

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7
Q

Two types of statistics

A

Deductive (descriptive) and Inductive

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8
Q

Describes a population or complete group of data

A

Deductive (descriptive) Statistics

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9
Q

Deals with a limited amount of data or a representative sample of the population

A

Inductive Statistics

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10
Q

Two types of numerical data

A

Continuous and Discrete

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11
Q

Those quality characteristics that can be measured

A

Variables Data

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12
Q

Those quality characteristics that are observed to be either present or absent, conforming or non-conforming

A

Attribute Data

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13
Q

The measured value can take on any value within a range

A

Continuous Data

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14
Q

Will be countable using whole numbers

A

Discrete Data

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15
Q

Easily recognized because when viewed, it appears that the data are without order

A

Ungrouped Data

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16
Q

Grouped together on the basis of when the values were taken or observed

A

Grouped Data

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17
Q

Considered to be the difference between a value measured and the true value

A

Measurement Error

18
Q

Shows the number of times each of the measured values occurred when the data were collected.

A

Frequency Diagram

19
Q

Difference between histogram and frequency diagram

A

Data is grouped into cells on a histogram

20
Q

Refers to the form that the values of the measurable characteristics take on when plotted or graphed.

21
Q

Lack of symmetry

22
Q

Peakedness of the data

23
Q

Number of peaks in the data

24
Q

Two halves are mirror images of each other

A

Symmetrical

25
A distribution with a high peak
Leptokurtic
26
A flatter curve
Platykurtic
27
If the distribution displays more than one peak
Multimodal
28
Distributions with two distinct peaks
Bimodal
29
Measures of central tendency
Averages, medians, modes
30
Measures of dispersion
Range and standard deviation
31
Shows the dispersion of the data within the distribution
Standard Deviation
32
The standard deviation of the population is sometimes known as
Root mean square deviation
33
A group of sample averages tends to be normally distributed; as sample size n increases, this tendency toward normality improves
Central limit theorem
34
The area under the curve can be determined if blank and blank are known
Mean and standard deviation
35
A technique that enables us to determine how well the subgroup average approximates the population mean
Confidence interval testing
36
Equal to one-half the precision
Greatest Possible Error (GPE)
37
When calculating, the final answer can be no more accurate than the blank
Incoming Data
38
In general, for a frequency distribution, the number of cells or groups should be between blank and blank
5 and 20
39
Whenever possible, the midpoint values should be blank blank so that they will be the same number of decimal places as the data values.
Odd Interval
40
A simple technique to determine the cell interval is called...
The Sturgis Rule
41
Blank blank are an extra decimal place or significant figure in accuracy than the observed values.
Boundary Values