Arithmetic Sequence Worksheet #1
Arithmetic Sequence Review Name ____________________________
Name the first five terms of each arithmetic sequence described.
1. a1 = 4, d = 3 1. ___________________
2. a1 = 7, d = 5 2. ___________________
3. a1 = 16, d = -2 3. ___________________
4. a1 = 38, d = -4 4. ___________________
5. a1 = ¾ , d = -¼ 5. ___________________
Name the next four terms of each arithmetic sequence.
6. 5, 9, 13, … 6. __________________
7. 2, -3, -8, … 7. __________________
8. 21, 15, 9, … 8. __________________
9. [pic] 9. __________________
Write the RECURSIVE formula for each sequence
10. 15, 19, 23, 27, … 10. ___________________
11. 82, 63, 44, 25, … 11. ___________________
12. 0.4, 8.5, 16.6, 24.7, … 12. ___________________
13. 17, 16.5, 16, 15.5, … 13. ___________________
Write the EXPLICIT formula for each sequence
14. 15, 19, 23, 27, … 14. ___________________
15. 82, 63, 44, 25, … 15. ___________________
16. 0.4, 8.5, 16.6, 24.7, … 16. ___________________
17. 17, 16.5, 16, 15.5, … 17. ___________________
Write the RECURSIVE formula for each sequence
18. a1 = -1, d = -10 18. ___________________
19. a1 = -3, d = -9 19. ___________________
20. a1 = -7, d = 3 20. ___________________
21. a1 = 2, d = ½ 21. ___________________
Write the EXPLICIT formula for each sequence
22. a1 = -1, d = -10 22. ___________________
23. a1 = -3, d = -9 23. ___________________
24. a1 = -7, d = 3 24. ___________________
25. a1 = 2, d = ½ 25. ___________________
________________________________________________________________________________________
F.BF.1 REVIEW
For the following situations, describe how you would find n (any unknown term).
1. A kitchen starts with 4 fruit flies and triples in population every day. How many fruit flies would be in the kitchen after n days?
2. A landscaper is building a brick wall. When he starts for the day, the wall is already 2 bricks high, and he builds up the wall by 5 layers of bricks every hour. How high will the wall be after n hours of working?
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