Two transverse waves travel through a taut string. The speed of each wave is

v $=46\mathrm{.}00$ m$/$s$.$

A plot of the vertical position as a function of the horizontal position is shown below for the time

t $=0\mathrm{.}00$ s$.$

$($a$)$

What is the wavelength $($in m$)$ of each wave?

$1=$

m

$2=$

m

$($b$)$

What is the frequency $($in Hz$)$ of each wave?

f$1=$

Hz

f$2=$

Hz

$($c$)$

What is the maximum vertical speed $($in m$/$s$)$ of each string?

vy$1,$ max $=$

m$/$s

vy$2,$ max $=$

m$/$s