A Wave Is Represented by the Equation Y(x,t) = 3

A wave is represented by the equation y(x,t) = 3.2 cm sin(1000 rad/s t - 50 m^-1 x) .Another wave is represented by the equation y(x,t) = 4.2 cm sin(1000 rad/s t - 50 m^-1 x) .If the two waves interfere destructively,then what is equation that represents the coherent superposition of the two waves?

A) y(x,t) = 7.4 cm sin(1000 rad/s t + 50.0 m^-1 x)
B) y(x,t) = 1.0 cm sin(1000 rad/s t - 50.0 m^-1 x)
C) y(x,t) = 1.0 cm sin(1000 rad/s t + 50.0 m^-1 x)
D) y(x,t) = 7.4 cm sin(1000 rad/s t - 50.0 m^-1 x)

Correct Answer:

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