The amplitude of a wave at a distance of 5.0 m from a small point source is 0.20 mm. What would be
the amplitude if the distance from the source is increased to 20 m?
Given:
"r_1=5.0\\:\\rm m"
"r_2=20\\:\\rm m"
"A_1=0.20\\:\\rm mm"
The wave from a point source has spherical wavefront, so its amplitude is inversely proportional to the distance. Hence
"A_2=A_1\\frac{r_1}{r_2}=\\rm0.20\\: mm*\\frac{5.0\\: m}{20\\: m}=0.05\\: mm"
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