Compare two groups using medians and the MAD

Subtract the two medians, then divide by the MAD.

1. Team A has a median score of 27 and Team B has a median score of 39. Both teams have a mean absolute deviation of 6. The difference between the medians is how many times the MAD?
2. Team A has a median score of 17 and Team B has a median score of 23. Both teams have a mean absolute deviation of 3. The difference between the medians is how many times the MAD?
3. Team A has a median score of 33 and Team B has a median score of 37.5. Both teams have a mean absolute deviation of 3. The difference between the medians is how many times the MAD?
4. Team A has a median score of 38 and Team B has a median score of 44. Both teams have a mean absolute deviation of 3. The difference between the medians is how many times the MAD?
5. Team A has a median score of 24 and Team B has a median score of 26. Both teams have a mean absolute deviation of 2. The difference between the medians is how many times the MAD?
6. Team A has a median score of 37 and Team B has a median score of 49. Both teams have a mean absolute deviation of 8. The difference between the medians is how many times the MAD?
7. Team A has a median score of 24 and Team B has a median score of 36. Both teams have a mean absolute deviation of 6. The difference between the medians is how many times the MAD?
8. Team A has a median score of 27 and Team B has a median score of 39. Both teams have a mean absolute deviation of 4. The difference between the medians is how many times the MAD?
9. Team A has a median score of 22 and Team B has a median score of 24. Both teams have a mean absolute deviation of 4. The difference between the medians is how many times the MAD?
10. Team A has a median score of 16 and Team B has a median score of 20. Both teams have a mean absolute deviation of 4. The difference between the medians is how many times the MAD?
11. Team A has a median score of 18 and Team B has a median score of 25.5. Both teams have a mean absolute deviation of 5. The difference between the medians is how many times the MAD?
12. Team A has a median score of 20 and Team B has a median score of 44.5. Both teams have a mean absolute deviation of 7. The difference between the medians is how many times the MAD?
13. Team A has a median score of 33 and Team B has a median score of 34. Both teams have a mean absolute deviation of 2. The difference between the medians is how many times the MAD?
14. Team A has a median score of 14 and Team B has a median score of 18. Both teams have a mean absolute deviation of 4. The difference between the medians is how many times the MAD?
15. Team A has a median score of 40 and Team B has a median score of 73. Both teams have a mean absolute deviation of 11. The difference between the medians is how many times the MAD?
16. Team A has a median score of 17 and Team B has a median score of 29. Both teams have a mean absolute deviation of 12. The difference between the medians is how many times the MAD?
17. Team A has a median score of 37 and Team B has a median score of 97. Both teams have a mean absolute deviation of 10. The difference between the medians is how many times the MAD?
18. Team A has a median score of 23 and Team B has a median score of 77. Both teams have a mean absolute deviation of 12. The difference between the medians is how many times the MAD?
19. Team A has a median score of 30 and Team B has a median score of 47. Both teams have a mean absolute deviation of 17. The difference between the medians is how many times the MAD?
20. Team A has a median score of 34 and Team B has a median score of 41.5. Both teams have a mean absolute deviation of 3. The difference between the medians is how many times the MAD?