Asked by rama
                You are given two waves, a transverse wave that moves to the right f1(x) and a transverse wave that moves to the left f2(x), on a string. As the problem begins, the wave f1(x) is moving to the right at v1 = +1 m/s and the wave f2(x) is moving to the left at v2 = -1m/s. what is the shape of the wave after 3s?
            
            
        Answers
                    Answered by
            drwls
            
    It will depend upon the amplitudes and phases of the two waves. You need to provide more information. 
You need to write equations
Amplitude = f(x,t)
for the two waves, and add them
If the amplitudes are equal, you get a standing wave with nodes every half-wavelength
    
You need to write equations
Amplitude = f(x,t)
for the two waves, and add them
If the amplitudes are equal, you get a standing wave with nodes every half-wavelength
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