Limit Value

Definition

The limit value refers to the value that a function approaches as the input (x-value) approaches a certain point or infinity. It represents the behavior of the function near a specific point.

Related terms

Approaching: This term refers to getting closer and closer to a particular value or point.

Asymptote:

An asymptote is a line that serves as a boundary for a graph, indicating how it behaves as it approaches infinity or negative infinity.

Indeterminate Form:

Indeterminate form occurs when you cannot determine the exact value of an expression due to conflicting limits or undefined quantities.