Negative to Positive

Definition

A transition from negative to positive indicates that the function is changing from decreasing (negative) to increasing (positive).

Related terms

Increasing Interval: An increasing interval refers to a range of x-values where a function is strictly increasing.

Local Minimum:

A local minimum occurs when the function reaches its lowest point in a small neighborhood but may not be the absolute minimum of the entire graph.

Asymptote:

An asymptote represents a line that approaches but never touches a curve. In this context, it could indicate that the function approaches positive infinity as x increases.