Question
Is the given sequence arithmetic? If so, identify the common difference.
14, ā15, ā44, ā73, . . .
Answers
GPT 3.5
In order to determine if the given sequence is arithmetic, we need to check if there is a common difference between consecutive terms.
To determine the common difference, we look at the difference between each term and its previous term.
Term 2: -15 - 14 = -29
Term 3: -44 - (-15) = -29
Term 4: -73 - (-44) = -29
The differences between consecutive terms are all -29. Therefore, the given sequence is arithmetic with a common difference of -29.
To determine the common difference, we look at the difference between each term and its previous term.
Term 2: -15 - 14 = -29
Term 3: -44 - (-15) = -29
Term 4: -73 - (-44) = -29
The differences between consecutive terms are all -29. Therefore, the given sequence is arithmetic with a common difference of -29.