ABSTRACT
Any traveling wave that varies in a cosinusoidal manner when viewed as it passes a fixed point can be described by an equation of the form
a ¼ A cosð!tÞ In this equation a and t are variables: a is the instantaneous amplitude at a time t. A and ! (omega) are constants. A is the peak or maximum amplitude; and ! is called the angular frequency, which is related to the wavelength by the relationship
! ¼ 2
and is measured in radians.