Two identical waves, each of wavelength A = 1 m, produce a standing wave on a 2-m thin rope. If the oscillation frequency is reduced by a factor of four and the tension force is kept constant, then how many loops would appear on the гоpе? 4-loops O 1-loop 8-loops 2-loops
Two identical waves, each of wavelength A = 1 m, produce a standing wave on a 2-m thin rope. If the oscillation frequency is reduced by a factor of four and the tension force is kept constant, then how many loops would appear on the гоpе? 4-loops O 1-loop 8-loops 2-loops
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![Two identical waves, each of
wavelength A = 1 m, produce a
standing wave on a 2-m thin rope. If
the oscillation frequency is reduced
by a factor of four and the tension
force is kept constant, then how
many loops would appear on the
rope?
O 4-loops
1-loop
8-loops
2-loops](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F009c6b44-c838-47df-9c30-e857a21720c8%2Fd40c2c89-55f4-4223-bd89-d8b70fe6c79e%2Fzgcu4ah_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Two identical waves, each of
wavelength A = 1 m, produce a
standing wave on a 2-m thin rope. If
the oscillation frequency is reduced
by a factor of four and the tension
force is kept constant, then how
many loops would appear on the
rope?
O 4-loops
1-loop
8-loops
2-loops
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