A traveling wave obeys D $($x$,$t$)=(3\mathrm{.}0$cm$)$sin$((0\mathrm{.}25$ rad$/$m$)$x $-(700$ rad$/$s$)$t $+\backslash$pi $)$

a$.$ Determine the wavelength.

b$.$ Determine the frequency.

c$.$ Determine the angular frequency.

d$.$ Determine the amplitude.

e$.$ Determine the wave speed.

f$.$ Sketch a snapshot of the string at t $=0$s$.$ Clearly label axes of the graph, a

crest, a trough, the amplitude, a wavelength, and a period.

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Given the equation for a traveling wave Dx t 30 cm sin025 radmx 700 radst lets answer the questions ... View the full answer