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**Matching (1 point each)**

Match each term with its corresponding description.

**A. Discrete observation**
6. This takes on only specific values; no other values can exist. Whole numbers are an example.

**B. Continuous observation**
9. These take on a full range of values, an infinite number of potential values exist.

**C. Nominal**
13. This level of measurement is used for observations that have categories or names as their assigned value.

**D. Ordinal**
10. This level of measurement is utilized for observations that have a rank or order.

**E. Interval**
16. This level of measurement has observations with equal intervals and a meaningful zero point.

**F. Ratio**
(Not provided; please review options.)

**G. Mean**
1. This is the most commonly used measure of central tendency. It is the arithmetic average.

**H. Median**
7. This is the measure of central tendency that defines the midpoint in the set of scores.

**I. Mode**
14. This is the value that occurs most frequently in your data set. This is the measure of central tendency used for nominal data.

**J. Range**
4. This is the simplest measure of variability. It is determined by subtracting the lowest score from the highest score.

**K. Variance**
18. This measure of variability is the average of squared deviations from the mean. It is expressed in units squared.

**L. Standard Deviation**
12. This measure of variability indicates the amount a score varies from the mean. It is the square root of the variance.

**M. Population**
3. This includes all possible observations. It is what researchers are really interested in.

**N. Sample**
11. This is the set of observations/individuals drawn from the population of interest. It is what researchers usually study.

**O. Inferential statistics**
15. This branch of statistics is utilized to make inferences about a larger group based on a smaller group of data.

**P. Descriptive statistics**
5. This branch of statistics is used to organize and describe the characteristics of a data set.

**Q. Independent variable**
2. This variable is actively manipulated by the experimenter.

**R. Dependent variable**
17. This variable is what is measured by the researcher.

**S. Percentile**
22. This refers to the percentage of scores that fall at or below a particular raw score.

**T. Regression to the mean**
24. People with extreme scores at one point in time tend to have less extreme scores at a later point in time, due to this phenomenon.

**U. Regression**
25. This statistic is utilized for prediction. It involves calculating the line of best fit.

**V. Mean**
19. This is the most commonly used measure of central tendency. It is the arithmetic average.

**W. Standard distribution**
23. This type of distribution is bell-shaped, symmetric, and unimodal.

**X. Correlation**
(Not provided; please review options.)

**Y. Reliability**
20. This refers to a measure's consistency.

**Z. Scatterplot**
28. This type of graph is utilized before a correlation to examine if there is a linear relationship.

**AA. Validity**
26. This refers to a measure actually measuring what it intends to measure.

**AB. Correlation coefficient**
(Not provided; please review options.)

**AC. Normal distribution**
23. This type of distribution is bell-shaped, symmetric, and unimodal.

Note: Some descriptions may have been repeated or not matched. Please check to ensure each description is correctly paired with a term.

Answer :

Final answer:

The question encompasses several statistical concepts including measures of central tendency, levels of measurement, types of data, variables, and branches of statistics. Understanding these concepts is critical for effectively analyzing and interpreting statistical data.

Explanation:

The information provided can be classified under different subjects within Statistics. Mean, Median, and Mode (G, I, H) are measures of central tendency frequently used in statistics to define typical values in a dataset. The Standard Deviation (W) is a measure of dispersion indicating how much values are spread around the mean. Nominal (C), Ordinal (D), Interval (E), and Ratio (F) scales are levels of measurement used to classify data. Discrete (A) and Continuous (B) observations represent types of data, where discrete data takes specific values and continuous data can take any value within a certain range. The Independent variable (Q) is controlled by the researcher, while the Dependent variable (R) is measured. Finally, Descriptive Statistics (P) and Inferential Statistics (O) are two main branches of statistics, with the former used to describe data and the latter used to make inferences about larger populations based on sample data.

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