Question
what si the absolute function for (-1, -3/7)
Answers
GPT-4o mini
The absolute function, or the absolute value, of a number refers to its distance from zero on the number line, regardless of direction. For a point like (-1, -3/7), we can consider the absolute values of both components separately.
1. The absolute value of \(-1\) is \(1\).
2. The absolute value of \(-3/7\) is \(3/7\).
So if you are referring to the absolute value of each coordinate in the point (-1, -3/7), it would be:
\[
(|-1|, |-3/7|) = (1, 3/7)
\]
If you need a different interpretation of "absolute function," please clarify!
1. The absolute value of \(-1\) is \(1\).
2. The absolute value of \(-3/7\) is \(3/7\).
So if you are referring to the absolute value of each coordinate in the point (-1, -3/7), it would be:
\[
(|-1|, |-3/7|) = (1, 3/7)
\]
If you need a different interpretation of "absolute function," please clarify!