what is the relative max? -6 36 +∞ -∞

Explanation:

Step1: Analyze relative - max concept

A relative maximum of a function is a point where the function value is greater than the values at nearby points.

Step2: Examine the graph (not shown fully here but conceptually)

We look for the highest points in local regions. Without seeing the full graph details, we assume we are dealing with a normal function. The value of $+\infty$ is not a relative - max as it is not a local maximum in the normal sense of a function's graph. Also, $-\infty$ is not a maximum. Among the given numerical values, if the graph has a local peak at a value, and if 36 is the highest local value compared to nearby points on the graph, it could be the relative max. We assume based on the options that the graph has a local maximum value of 36.

Answer:

36