Unit 1

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20 Terms

1
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What is the primary focus of Unit 1 in AP Statistics?

Exploring one variable data.

2
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What are the two primary types of data in statistics?

Categorical data and quantitative data.

3
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What is a statistic?

Summary information learned from sample data.

4
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What is a parameter?

Information learned from an entire population.

5
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How can you remember the difference between statistic and parameter?

Statistics start with 'S' for sample; parameters start with 'P' for population.

6
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What is a categorical variable?

A variable that takes on values that are category names or group labels.

7
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Give an example of a quantitative variable.

Weight of a frog or number of candies in a bag.

8
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What is a frequency table?

A table that lists the categories and counts how many data points fall into each category.

9
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What is relative frequency?

The proportion of total observations that fall into a particular category.

10
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What are the two types of quantitative variables?

Discrete and continuous variables.

11
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What is a discrete variable?

A variable that takes on countable values.

12
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What is a continuous variable?

A variable that can take on any value within an interval, typically measured.

13
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What is the distinction between a histogram and a bar graph?

A histogram represents frequencies of numerical data, while a bar graph represents categorical data.

14
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What is a cumulative graph?

A graph that shows the cumulative frequency of values in a dataset.

15
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What is the IQR?

Interquartile Range, the range of the middle fifty percent of the data.

16
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Define outliers in statistics.

Values that are significantly higher or lower than the rest of the data points.

17
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What does the standard deviation represent?

How far the majority of data points are from the mean.

18
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What is a density curve?

A curve that models a set of data to give insights into population characteristics.

19
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What is the empirical rule?

A rule stating that for a normal distribution, 68% of data falls within 1 standard deviation, 95% within 2, and 99.7% within 3 standard deviations.

20
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What is a Z-score?

A standardized score that indicates how many standard deviations an element is from the mean.