A wave moving in the positive x direction has an amplitude of 0.4 m,a frequency of 0.25 Hz,and a wavelength of 24 m.An equation,in which the units are SI,that might describe this wave is
A)y(x,t)= 0.2 sin 2$\pi$(t/4 + x/24)
B)y(x,t)= 0.4 sin 2$\pi$(t/4 - x/24)
C)y(x,t)= 0.4 sin 8$\pi$(t - x/6)
D)y(x,t)= 0.2 sin 0.5$\pi$(t/4 - x/24)
E)y(x,t)= 0.4 sin 2$\pi$(t/4 + x/6)

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The Answer of A wave moving in the positive x direction has an amplitude of 0.4 m,a frequency of 0.25 Hz,and a wavelength of 24 m.An equation,in which the units are SI,that might describe this wave is
A)y(x,t)= 0.2 sin 2$\pi$(t/4 + x/24)
B)y(x,t)= 0.4 sin 2$\pi$(t/4 - x/24)
C)y(x,t)= 0.4 sin 8$\pi$(t - x/6)
D)y(x,t)= 0.2 sin 0.5$\pi$(t/4 - x/24)
E)y(x,t)= 0.4 sin 2$\pi$(t/4 + x/6)

A Wave Moving in the Positive X Direction Has an Amplitude