The vertex of an absolute value function is a crucial point that indicates the minimum or maximum value of the function. For an absolute value function in the standard form y = a |x – h| + k, the vertex is located at the point (h, k).
In your case, the values appear to be a sequence rather than a typical function. However, if we consider that the values might represent coordinates of points related to the absolute value function, identifying a clear vertex becomes challenging without additional context.
If we assume these numbers might represent a specific set of outputs or characteristics of a traditional absolute value function, look for patterns, matching pairs, or specific function definitions. But typically, you can determine the vertex by setting your function equal to zero and solving for x, leading you to the x-coordinate of the vertex which can then be substituted back to find k.
For example, if we assume the function resembles something like y = |x – 4| + 1, then the vertex is at (4, 1).
Overall, to accurately find the vertex, please provide more detail or context surrounding how these numbers relate to the absolute value function.