16. The superposition of two waves, y, =(2x 10 *m) sin 2m and 170 Y2 = (2x10 ,results in a standing wave. The amplitude of a given element of the sting in a standing wave at x = 2 is: A) 0m B) 2 x 10 m C) 4 x 10° m D) 1.41 x 10 m E) 2.83 x 10° m
16. The superposition of two waves, y, =(2x 10 *m) sin 2m and 170 Y2 = (2x10 ,results in a standing wave. The amplitude of a given element of the sting in a standing wave at x = 2 is: A) 0m B) 2 x 10 m C) 4 x 10° m D) 1.41 x 10 m E) 2.83 x 10° m
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![170
y, = (2x 10*m) sin
2m
16. The
superposition
of
two
waves,
and
y2 = (2x10*m) sin n
2m
170
|, results in a standing wave. The amplitude of a given
element of the sting in a standing wave at x = 2 is:
A) 0 m
B) 2 x 108 m
C) 4 x 10 m
D) 1.41 x 10 m
E) 2.83 x 108 m](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F688dded1-9db4-496e-b5c5-40d978f7e154%2F1a089793-f7e2-4fc7-84c1-57fe7889f219%2Fvli8ef_processed.jpeg&w=3840&q=75)
Transcribed Image Text:170
y, = (2x 10*m) sin
2m
16. The
superposition
of
two
waves,
and
y2 = (2x10*m) sin n
2m
170
|, results in a standing wave. The amplitude of a given
element of the sting in a standing wave at x = 2 is:
A) 0 m
B) 2 x 108 m
C) 4 x 10 m
D) 1.41 x 10 m
E) 2.83 x 108 m
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