| 1. | How many trois person committees can be chosen from a group of huit people?
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| | 2. | How many six digit numbers can you make by arranging the numbers 8, 3, 4, 9, 1, et 6?
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| 3. | How many trois person committees can be chosen from a group of neuf people?
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| | 4. | In how many ways can Lauren, Nathan, et Tyler stand in line?
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| 5. | Natalie, Isaac, John, Jordan, et Austin ran in a race. In how many different orders can they finish the race?
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| | 6. | There are 7 things in a hat. How many ways can you pick 3 things from the hat at once?
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| 7. | How many combinations of deux letters are possible from the letters O, Y, A, et B?
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| | 8. | How many ways can a president and vice-president be selected in a class of vingt-cinq students?
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| 9. | How many permutations can you make from the letters O, R, D, et B?
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| | 10. | There are 4 things in a hat. How many ways can you pick 1 thing from the hat at once?
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| 11. | How many quatre person committees can be chosen from a group of sept people?
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| | 12. | How many permutations can you make from the letters A through E?
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| 13. | There are 9 things in a hat. How many ways can you pick 5 things from the hat at once?
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| | 14. | How many combinations of quatre letters are possible from the letters M, A, O, E, et X?
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| 15. | * Cette fiche est prête à l'emploi.
Utilisez le lien en haut de la page pour une une page imprimable. |
| | 16. | How many trois digit numbers can you make by arranging the numbers 5, 9, et 1?
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| 17. | * Cette fiche est prête à l'emploi.
Utilisez le lien en haut de la page pour une une page imprimable. |
| | 18. | How many ways can a president and vice-president be selected in a class of dix-huit students?
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| 19. | How many permutations can you make from the letters C, Y, J, G, et S?
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| | 20. | There are 5 things in a hat. How many ways can you pick 2 things from the hat at once?
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