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Section 1.1 What is Statistics
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Statistics is The study of how to: collect organize analyze Interpret
numerical information from data
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The characteristic of an individual to be measured or observed.
Individuals are: The people or objects included in a study Example: People who have climbed Mt. Everest. A Variable is: The characteristic of an individual to be measured or observed. Example: age, weight, gender, nationality, income and so on.
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Types of Variables Quantitative variables are numerical measurements.
example: height, weight, age, income. Example: number of siblings – “3” Qualitative variables place individuals into a category or group example: gender, nationality Example: brand of computer – “Dell”
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Population Data The variable is the data from every individual of interest. Example: The data from all individuals who have climbed Mt. Everest. Example: incomes of all residents of a county -- $20,000, $49,000, $38,500, …
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Sample Data The variable is the data from only some of the individuals of interest Example: The data from some of the individuals who have climbed Mt. Everest. Example: incomes of selected residents -- $20,000, $49,000, $38,500
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Levels of Measurement (NOIR)
Nominal Ordinal Interval Ratio
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The data consists of names, labels, or categories.
Nominal Measurement The data consists of names, labels, or categories. Examples: eye color – blue, green, hazel,… The data cannot be ordered from smaller to largest
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Example: class rank – 1st, 2nd, …
Ordinal Measurement This data can be ordered. But differences cannot be calculated or interpreted. Example: class rank – 1st, 2nd, …
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Example: temperatures – 95°F, 37C,…
Interval Measurement This data can be ordered. The differences between data values are meaningful. Example: temperatures – 95°F, 37C,…
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Ratio Measurement This data can be ordered.
Differences between and ratios of data values are meaningful. Examples (time): It took 15 seconds from start to finish. John took twice as long as Juan to finish.
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Statistical methods Provide us tools to obtain information from data. These methods break into two branches. Descriptive Statistics Inferential Statistics
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Descriptive Statistics
Involves methods of: organizing, picturing, and summarizing information from samples or populations. Inferential Statistics Involves methods of using information from a sample to draw conclusions regarding the population.
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