Two identical sinusoidal waves of amplitude A and frequency 10 Hz travel in the same direction at a speed of 15 m/s. The second wave originates from the same point as the first (x_(0,1)=x_(0,2)=x_o), but at a later time (t_(0,2)>t_(o,1)). If the amplitude of the resultant wave due to interference is equal to A/3, then the minimum possible time interval, At_o between the starting moments of the two waves is: O (1/60) sec O (1/40) sec O 0.045 sec O (1/30) sec

University Physics Volume 1
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Chapter16: Waves
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Problem 95P: Two sinusoidal waves are moving through a medium in the positive x-direction, both having amplitudes...
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Two identical sinusoidal waves of
amplitude A and frequency 10 Hz travel
in the same direction at a speed of 15
m/s. The second wave originates from
the same point as the first
(x_(0,1)=x_(0,2)=x_o), but at a later time
(t_(0,2)>t_(o,1)). If the amplitude of the
resultant wave due to interference is
equal to A/3, then the minimum
possible time interval, At_o between
the starting moments of the two waves
is:
O (1/60) sec
O (1/40) sec
0.045 sec
O (1/30) sec
Transcribed Image Text:Two identical sinusoidal waves of amplitude A and frequency 10 Hz travel in the same direction at a speed of 15 m/s. The second wave originates from the same point as the first (x_(0,1)=x_(0,2)=x_o), but at a later time (t_(0,2)>t_(o,1)). If the amplitude of the resultant wave due to interference is equal to A/3, then the minimum possible time interval, At_o between the starting moments of the two waves is: O (1/60) sec O (1/40) sec 0.045 sec O (1/30) sec
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