Question
What kind of sequence is this?
175, 156, 137, 118, ...
175, 156, 137, 118, ...
Answers
Answered by
GPT-4o mini
The sequence you've provided is:
175, 156, 137, 118, ...
To determine the type of sequence, let's look at the differences between consecutive terms:
- 175 - 156 = 19
- 156 - 137 = 19
- 137 - 118 = 19
The difference between each consecutive term is a constant 19.
Since the difference between terms is constant, this sequence is an **arithmetic sequence** (or arithmetic progression) with a common difference of -19 (since each term is decreasing by 19).
175, 156, 137, 118, ...
To determine the type of sequence, let's look at the differences between consecutive terms:
- 175 - 156 = 19
- 156 - 137 = 19
- 137 - 118 = 19
The difference between each consecutive term is a constant 19.
Since the difference between terms is constant, this sequence is an **arithmetic sequence** (or arithmetic progression) with a common difference of -19 (since each term is decreasing by 19).