Write the next three terms of the arithmetic sequence. First term: $17$17 Common difference: $-9$−9The next three terms are , , and .
Question
Write the next three terms of the arithmetic sequence. First term: 17 Common difference: −9The next three terms are , , and .
Solution
The next three terms of the arithmetic sequence are:
- Second term: 17 + (-9) = 8
- Third term: 8 + (-9) = -1
- Fourth term: -1 + (-9) = -10
So, the next three terms are 8, -1, and -10.
Similar Questions
Write the next three terms of the arithmetic sequence. First term: $108$108 Common difference: $23$23The next three terms are , , and .
Find the indicated term of the arithmetic sequence with the given description.The first term is 3580, and the common difference is −16. Which term of the sequence is 2924?n =
Find the nth term of the arithmetic sequence with given first term a and common difference d. What is the 10th term?a = −7, d = 8an =
Instructions: Find the common difference of the arithmetic sequence.−5,−2,1,4,7−5,−2,1,4,7Common Difference:
What is the 15th term of an arithmetic progression whose first term is equal to its common difference and whose 3rd term is 9.a.45b.15c.60d.30
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.