The figure shows how the displacement of particles in a wave varies with distance from the source.  Using the figure, determine the amplitude and the wavelength of the wave respectively.*1 point4 mm, 16 mm4 cm, 16 cm4 mm, 16 cm4 cm, 20 cm

A sinusoidal wave traveling in the +𝑥 direction (to the right) has an amplitude of 15.0 cm, a wavelength of 10.0 cm and a frequency of 20.0 Hz. At t = 0, a particle at x = 0 has a displacement of 15.0 cm.(a) Write an expression for the wave function, y(x, t).20:39

The displacement of a particle in SHM varies according to the relation x =4(Cos πt + Sin πt). The amplitudeof the particle is

hat is the wave number of a wave whose displacement, y is defined by the equation y = 25 cos (280t – 75x) in metres?*1 point28/m25/m75/m84/m

The displacement of particle perforing SHM is given by x=20 cos10t. the amplitude of particle is

The equation of displacement of a harmonic oscillator is x=3sinωt+4cosωt. The amplitude of the particles will be