6. A 10.0-Hz waterwave travels from deep water, where its speed is 38.0 cm/s, to shallow water, where its speed is 28.0 cm/s and e, = 30°. Find (a) the index of refraction, (b) the wavelengths in the two media, and (c) the angle of refraction in the shallow water.
6. A 10.0-Hz waterwave travels from deep water, where its speed is 38.0 cm/s, to shallow water, where its speed is 28.0 cm/s and e, = 30°. Find (a) the index of refraction, (b) the wavelengths in the two media, and (c) the angle of refraction in the shallow water.
Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter18: Superposition And Standing Waves
Section: Chapter Questions
Problem 4PQ
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6. A 10.0-Hz waterwave travels from deep water, where its speed is 38.0 cm/s, to shallow water, where its speed is 28.0 cm/s and e, = 30°. Find (a) the index of refraction, (b) the wavelengths in the two media, and (c) the angle of refraction in the shallow water.
Expert Solution
Step 1
Given:
Frequency of waterwave, f=10.0 Hz
Speed in deep water, vd=38.0 cm/s
Speed in shallow water,vs = 28.0 cm/s
Angle of incident , =30°
To determine:
(a) the index of refraction
(b) the wavelengths in the two media
(c) the angle of refraction in the shallow water.
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