The equation of a transverse sinusoidal wave is given by: y = 2x10^-3 sin (18x - 600t +30⁰) m. Find the:
(a) amplitude of the wave
(b) the wavelength
(c) the frequency
(d) the wave speed, and
(e) the displacement at position 0m and time 0s
(f) the maximum transverse particle speed.
(a) "A=0.002\\ (m)"
(b) "\\lambda=2\\pi\/k=2\\cdot3.14\/18=0.35\\ (m)"
(c) "\\nu=\\omega\/(2\\pi)=600\/(2\\cdot3.14)=95.5\\ (Hz)"
(d) "v=\\omega\/k=600\/18=33.3\\ (m\/s)"
(e) "y=0.002\\cdot\\sin(0-0+30)=0.001\\ (m)"
(f) "v_{max}=A\\omega=0.002\\cdot600=1.2\\ (m\/s)"
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