one small die (6 sided) and one large die (10 sided) is rolled 50 times at the same time. Use the data of what the dice landed on each roll to fill out the chart below. Roll # Smaller Die Larger Die 1. 1 9 2. 3 5 3. 3 9
one small die (6 sided) and one large die (10 sided) is rolled 50 times at the same time. Use the data of what the dice landed on each roll to fill out the chart below.
Roll # Smaller Die Larger Die
1. 1 9
2. 3 5
3. 3 9
4. 6 6
5. 4 10
6. 1 6
7. 4 9
8. 2 8
9. 5 9
10. 3 5
11. 1 3
12. 4 6
13. 2 6
14. 6 3
15. 4 2
16. 5 3
17. 6 2
18. 2 8
19. 5 8
20. 6 3
21. 6 7
22. 3 10
23. 4 5
24. 1 3
25. 4 5
26. 5 2
27. 5 10
28. 5 5
29. 2 7
30. 3 8
31. 1 2
32. 2 8
33. 4 3
34. 5 7
35. 5 10
36. 3 2
37. 6 8
38. 2 5
39. 5 5
40. 4 6
41. 4 9
42. 5 1
43. 4 4
44. 6 5
45. 5 9
46. 6 2
47. 3 6
48. 3 3
49. 1 5
50. 2 9

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