Answer:
• Geometric Sequence.
,
• Common ratio = 1/3
Explanation:
Before we begin, a little background:
• An ,arithmetic sequence, is a sequence in which the next term is derived by the ,addition of a constant, to the previous term. The constant added is called the ,common difference,.
,
• A ,geometric sequence, is a sequence in which the next term is derived by the ,multiplication ,of the previous term by a constant. The constant is called the ,common ratio,.
Given the sequence:

Divide the next term by the previous term:

We see that the next term is derived by multiplying the next term by 1/3.
Therefore:
• The sequence is a geometric sequence.
,
• The common ratio is 1/3.