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The Empirical Rule for Normal Distributions states: -68% of data 95% of data- 99.7% of data- -3 -2 -1 2 3. 2. Consider each normal curve. State whether the distribution shown represents population data or sample data. Then determine each percent, shade the corresponding region under each normal curve, and explain your reasoning. Remember: a. What percent of adult males have a height between 62 inches 1o represents a data value that is one standard deviation greater than the population mean and -1o represents a data value that is one standard deviation less than the population mean. and 74 inches? 66 1o 84 30 70 74 10 78 58 -30 62 -20 20

The Empirical Rule for Normal Distributions states: -68% of data 95% of data- 99.7% of data- -3 -2 -1 2 3. 2. Consider each normal curve. State whether the distribution shown represents population data or sample data. Then determine each percent, shade the corresponding region under each normal curve, and explain your reasoning. Remember: a. What percent of adult males have a height between 62 inches 1o represents a data value that is one standard deviation greater than the population mean and -1o represents a data value that is one standard deviation less than the population mean. and 74 inches? 66 1o 84 30 70 74 10 78 58 -30 62 -20 20

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Remember: The Empirical Rule for Normal Distributions states: -68% of data -95% of data- -99.7% of data- -3 -1 1. 2 3. 2. Consider each normal curve. State whether the distribution shown represents population data or sample data. Then determine each percent, shade the corresponding region under each normal curve, and explain your reasoning. Remember: a. What percent of adult males have a height between 62 inches 1o represents a data value that is one and 74 inches? standard deviation greater than the population mean and -1o represents a data value that is one standard deviation less than the population mean. 84 30 74 58 -30 62 -20 78 20 66 70 -1o 10 Heights of Adult Males (inches)
Transcribed Image Text:Remember: The Empirical Rule for Normal Distributions states: -68% of data -95% of data- -99.7% of data- -3 -1 1. 2 3. 2. Consider each normal curve. State whether the distribution shown represents population data or sample data. Then determine each percent, shade the corresponding region under each normal curve, and explain your reasoning. Remember: a. What percent of adult males have a height between 62 inches 1o represents a data value that is one and 74 inches? standard deviation greater than the population mean and -1o represents a data value that is one standard deviation less than the population mean. 84 30 74 58 -30 62 -20 78 20 66 70 -1o 10 Heights of Adult Males (inches)
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