To determine the 34th term of the arithmetic sequence, first find the common difference:
91 - 97 = -6
85 - 91 = -6
Since the common difference is -6, you can determine the 34th term by starting at 97 and adding the common difference repeatedly.
97 + (-6) * 33 = 97 - 198 = -101
Therefore, the 34th term of the arithmetic sequence is -101.
Correct response: -101
Determine the 34th term of the arithmetic sequence 97, 91, 85, . . . .(1 point)Responses−9 −101 −107 295
1 answer
1 answer