Two waves are passing simultaneously through a string. The equation of the waves are given by, y1=A1sink(x−vt) and y2=A2sink(x−vt+x0) Where the wave number k=6.28 cm−1 and x0=1.50 cm The amplitudes are A1=5.0 mm and A2=4.0 mm. Find the phase difference between the waves and the amplitude of the resulting wave.

Two waves are passing simultaneously through a string. The equation of

1.	Two waves are passing simultaneously through a string. The equation of the waves are given by, y1=A1sink(x−vt) and y2=A2sink(x−vt+x0) Where the wave number k=6.28 cm−1 and x0=1.50 cm The amplitudes are A1=5.0 mm and A2=4.0 mm. Find the phase difference between the waves and the amplitude of the resulting wave.
Answer» Two waves are passing simultaneously through a string. The equation of the waves are given by, $y_{1} = A_{1} sin k (x - v t)$ and $y_{2} = A_{2} sin k (x - v t + x_{0})$ Where the wave number $k = 6.28 {cm}^{- 1}$ and $x_{0} = 1.50 cm$ The amplitudes are $A_{1} = 5.0 mm$ and $A_{2} = 4.0 mm$ . Find the phase difference between the waves and the amplitude of the resulting wave.

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