Lim(x→0)

Definition

The limit as x approaches 0 represents the value that a function approaches as its input (x) gets arbitrarily close to 0. It does not necessarily mean evaluating the function at that specific point.

Related terms

Continuous Function:

A function with no jumps or holes in its graph. It can be drawn without lifting your pen from paper.

Indeterminate Form:

An expression that cannot be easily evaluated because it doesn't have a definite value.

Limit Laws: Rules for manipulating limits that help simplify calculations.