Question

1. The equation of a wave on a string is given by the displacement $y$ of a point at coordinate $x$ $y(x, t) = 11\text{ m }\sin\left[59\pi\left(\frac{t}{s} - \frac{x}{31\text{ m}}\right)\right]$, where m and s are SI units. Find the wavelength. A) $\frac{31}{59\pi}$ m B) $\frac{62}{59}$ m C) $\frac{1}{31}$ m D) $\frac{2}{31}\pi$ m E) $\frac{59}{62}$ m

          1. The equation of a wave on a string is given by the displacement $y$ of a point at coordinate $x$
$y(x, t) = 11\text{ m }\sin\left[59\pi\left(\frac{t}{s} - \frac{x}{31\text{ m}}\right)\right]$,
where m and s are SI units. Find the wavelength.
A) $\frac{31}{59\pi}$ m B) $\frac{62}{59}$ m C) $\frac{1}{31}$ m D) $\frac{2}{31}\pi$ m E) $\frac{59}{62}$ m

1. The equation of a wave on a string is given by the displacement y of a point at coordinate x
y(x, t) = 11 m sin[59π((t)/(s) - (x)/(31 m))],
where m and s are SI units. Find the wavelength.
A) (31)/(59π) m B) (62)/(59) m C) (1)/(31) m D) (2)/(31)π m E) (59)/(62) m

Added by Aurora D.

University Physics with Modern Physics

Hugh D. Young 14th Edition

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Solved by Expert Averell Hause

05/27/2019

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The equation of a wave on a string is given by the displacement y of a point at coordinate x y(x,t)=11m sin 59T Show more…

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The equation of a wave on a string is given by the displacement y of a point at coordinate x: y(x,t) = 11m sin(59T) where m and s are SI units. Find the wavelength. A) B) 62m C) 59 D) E) 59m 62 59T