“The mean height of a Men's Soccer player is less than the mean height of a Men's Baseball player”
this is your alternative hypothesis (Ha) of a 5-step hypothesis test. Following the procedures you have been learning in chapters 10 & 11, perform the 5-step hypothesis test using the Ha you chose, the sample data you collected (the images below), and a level of significance of a =0.05. This portion of the project is worth 50 points. For the remaining 20 points, organize your data in some type of chart format (frequency distribution, pie chart, bar graph, stem & leaf, box plot) and write a paragraph about what you learned from this class.
What data is needed?
Baseball Heights 1. 67 inches 2.69 inches 3. 65 inches 4. 68 inches 5. 66 inches 6. 66 inches 7. 76 inches 8. 72 inches 9. 76 inches 10. 70 inches 11. 66 inches 12. 60 inches 13. 61 inches 14. 69 inches 15. 65 inches 16. 62 inches 17. 70 inches 18. 74 inches 19. 69 inches 20. 64 inches 21. 70 inches 22. 68 inches 23. 65 inches 24. 72 inches 25. 65 inches 26. 70 inches 27. 68 inches 28. 70 inches 29. 73 inches 30. 71 inches 31. 71 inches Total: 2118 Mean: 68.3225806
Men's Soccer Heights (Inches) 1. 69 inches 2. 74 inches 3. 68 inches 4. 64 inches 5. 66 inches 6. 70 inches 7. 66 inches 8. 69 inches 9. 71 inches 10. 69 inches 11. 67 inches 12. 73 inches 13. 72 inches 14. 65 inches 15. 62 inches 16. 67 inches 17. 72 inches 18. 74 inches 19. 68 inches 20. 69 inches 21. 72 inches 22. 66 inches 23. 74 inches 24. 70 inches 25. 70 inches 26. 71 inches 27. 71 inches 28. 73 inches 29. 72 inches 30. 68 inches 31. 65 inches Total: 2147 Mean: 69.2580645
“The mean height of a Men's Soccer player is less than the mean height of a Men's Baseball player” this is your alternat
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“The mean height of a Men's Soccer player is less than the mean height of a Men's Baseball player” this is your alternat
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