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The wave function resulting from the interference of two identical waves travelling in the same direction is given by: y_res (x,t) = 8 sin(10TTX - 30Ttt + Tt/4). The amplitude, A, of each of the incident waves is: O A = 8 cm O A = 5.6 cm O A = 11.3 cm O A = 4 cm

The wave function resulting from the interference of two identical waves travelling in the same direction is given by: y_res (x,t) = 8 sin(10TTX - 30Ttt + Tt/4). The amplitude, A, of each of the incident waves is: O A = 8 cm O A = 5.6 cm O A = 11.3 cm O A = 4 cm

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The wave function resulting from the interference of two identical waves travelling in the same direction is given by: y_res (x,t) = 8 sin(10TTX - 30rtt + Tt/4). The amplitude, A, of each of the incident waves is: A = 8 cm O A = 5.6 cm A = 11.3 cm O A = 4 cm
Transcribed Image Text:The wave function resulting from the interference of two identical waves travelling in the same direction is given by: y_res (x,t) = 8 sin(10TTX - 30rtt + Tt/4). The amplitude, A, of each of the incident waves is: A = 8 cm O A = 5.6 cm A = 11.3 cm O A = 4 cm
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