The following formula provides the phase difference between two points on a wave:
Δφ = 2πΔd/λ
where λ is the wavelength and Δd is the separation between the two points.
The phase angle in this instance is 3π/4, and the separation between the points is 3 cm. Thus, we can solve for the wavelength by entering these values into the equation above:
3π/4 = 2π(3 cm)/λ
λ = 8 cm
Consequently, the wave’s wavelength is 8 cm.
The following formula provides the phase difference between two points on a wave:
Δφ = 2πΔd/λ
where λ is the wavelength and Δd is the separation between the two points.
The phase angle in this instance is 3π/4, and the separation between the points is 3 cm. Thus, we can solve for the wavelength by entering these values into the equation above:
3π/4 = 2π(3 cm)/λ
λ = 8 cm
Consequently, the wave’s wavelength is 8 cm.