Oscillate

Definition

In calculus, "oscillate" refers to the behavior of a function when it repeatedly alternates between two values without approaching any particular number. It describes functions that exhibit periodic fluctuations around one or more equilibrium points.

Related terms

Periodic Function: A periodic function is one that repeats its pattern over regular intervals. It exhibits oscillatory behavior by repeating itself after certain time intervals.

Amplitude: The amplitude of an oscillating function represents the maximum distance from its equilibrium position. It measures the height or depth of the oscillations.

Frequency: The frequency of an oscillating function determines how many complete cycles it completes in a given time period. It measures how fast the function oscillates.