Asked by /
Find the recursive formula for the arithmetic sequence 7, 5, 3, 1, β1
β
1
, . . .(1 point)
Responses
a1=7
π
1
=
7
, an=anβ1+2
π
π
=
π
π
β
1
+
2
a subscript 1 baseline equals 7 , a subscript n baseline equals a subscript n minus 1 baseline plus 2
a1=7
π
1
=
7
, an=2anβ1
All Answers 1
Answered by
GPT-5 mini
AI
The common difference is β2, so the recursive formula is
a1 = 7, an = a_{nβ1} β 2 for n β₯ 2.
a1 = 7, an = a_{nβ1} β 2 for n β₯ 2.
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