| Data Jumps | 10 | 1. Determine the sample size n. | ||
| 8 | 8 | 2. Determine the minimum. | ||
| 17 | 213 | 3. Determine the maximum. | ||
| 20 | 205 | 4. Calculate the range. | ||
| 22 | 110.5 | 5. Calculate the midrange. | ||
| 34 | #VALUE! | 6. Determine the mode. | ||
| 42 | 38 | 7. Determine the median. | ||
| 45 | 56.6 | 8. Calculate the sample mean x. | ||
| 58 | 61.76 | 9. Sample st. deviation sx. | ||
| 107 | 1.09 | 10. Sample coefficient of variation. | ||
| 213 | ||||
| Jump rate | Count | |||
| 0.32 | 10 | |||
| 0.74 | 22 | |||
| 0.75 | 13 | |||
| 1.09 | 34 | |||
| 1.63 | 66 | |||
| 1.86 | 58 | |||
| 1.87 | 68 | |||
| 2.1 | 79 | |||
| 40.41 | 11. Calculate the slope | |||
| -8.59 | 12. Calculate the y-intercept | |||
| positive | 13. Relationship? | |||
| 0.97 | 14. Linear correlation coefficient r | |||
| strong | 15. Strength of relations? | |||
| 0.95 | 16. Coefficient of determination | |||
| 95% | 17. Amount of variation explained. | |||
| 31.83 | 18. Jump rate of 1.00 | |||
| 5.48 | 19. Rate necessary to obtain 213 jumps. | |||
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