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Unit 1 Section 1-3. 1-3: Variables and Types of Data  Variables can be classified in two ways:  Qualitative Variable – variables that can be placed.

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Presentation on theme: "Unit 1 Section 1-3. 1-3: Variables and Types of Data  Variables can be classified in two ways:  Qualitative Variable – variables that can be placed."— Presentation transcript:

1 Unit 1 Section 1-3

2 1-3: Variables and Types of Data  Variables can be classified in two ways:  Qualitative Variable – variables that can be placed into distinct categories, according to some characteristic or attribute.  Quantitative Variable – variables that are numerical and can be ordered or ranked.

3 Section 1-3 Quantitative Variables  There are two types of quantitative variables:  Discrete Variables – can be assigned values such as 0, 1, 2, 3. Variables are able to be counted.  Continuous Variables – can assume an infinite number of values between any two specific values. Values are obtained by measuring (often include decimals and fractions).

4 The classification of variables can be summarized as follows: Section 1-3 Dat a QualitativeQuantitative Discrete Continuous

5  Boundaries – ranges of values that could have been rounded to the recoded value. For Example: If you are measuring foot length to the nearest centimeter, then a value of 31cm could be any thing between 30.5 and 31.5 (not including 31.5).  Measurement Scales – how variables are categorized, counted, or measured. There are four main types of scales: nominal, ordinal, interval, and ratio. Section 1-3

6 Measurement Scales  Nominal – classifies data into mutually exclusive (non- overlapping), exhausting categories in which no order or ranking can be imposed on the data.  Examples : eye color, political party, zip code  Ordinal – classifies data into categories that can be ranked; however, precise differences between the ranks do not exist.  Examples : letter grades, Olympic medals  Interval – classifies data into categories that can be ranked and have precise differences. However, there is no meaningful zero (a reading of zero doesn’t mean that it does not exist).  Examples : temperature, SAT scores  Ratio - possesses all the characteristics of interval measurement and there exists a true zero.  Examples : height, weight, time Section 1-3

7  Complete 1-2 & 1-3 Worksheet Homework


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