Two identical sinusoidal waves with wavelengths λ = 3 m, travel in the same direction with the same speed. The two waves start at the same instant (t_0,1 = t_0,2 = 0 sec), but they differ by their path difference. Wave-1 travels a distance x1 to get to some observation point, while wave-2 travels a distance x2. If the path difference, Ax = x2 - x1, between the two waves is 2 m, then the phase difference between the interfering waves is: O p = 4π/3 O = 2π O p = 3π Op = π/4 O4 = π/2

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter14: Superposition And Standing Waves
Section: Chapter Questions
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Two identical sinusoidal waves with
wavelengths λ = 3 m, travel in the same
direction with the same speed. The two
waves start at the same instant (t_0,1 =
t_0,2 = 0 sec), but they differ by their
path difference. Wave-1 travels a
distance x1 to get to some observation
point, while wave-2 travels a distance
x2. If the path difference, Ax = x2 - x1,
between the two waves is 2 m, then the
phase difference between the interfering
waves is:
O p = 4π/3
O = 2π
O p = 3
O4 = π/4
O4 = π/2
Transcribed Image Text:Two identical sinusoidal waves with wavelengths λ = 3 m, travel in the same direction with the same speed. The two waves start at the same instant (t_0,1 = t_0,2 = 0 sec), but they differ by their path difference. Wave-1 travels a distance x1 to get to some observation point, while wave-2 travels a distance x2. If the path difference, Ax = x2 - x1, between the two waves is 2 m, then the phase difference between the interfering waves is: O p = 4π/3 O = 2π O p = 3 O4 = π/4 O4 = π/2
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