a rope is vibrating at high frequency. the length of the rope is 2.40 meters. a snapshot of the rope at a…

a rope is vibrating at high frequency. the length of the rope is 2.40 meters. a snapshot of the rope at a given moment in time is also shown. use this information to determine the wavelength of the wave. length = 2.40 m enter your answers or tap the number pad icon for a pop - up number pad. wavelength (m): check answer

a rope is vibrating at high frequency. the length of the rope is 2.40 meters. a snapshot of the rope at a given moment in time is also shown. use this information to determine the wavelength of the wave. length = 2.40 m enter your answers or tap the number pad icon for a pop - up number pad. wavelength (m): check answer

Answer

Explanation:

Step1: Identify wave - length relationship

The length of the rope contains 1.5 wavelengths. Let the wavelength be $\lambda$. So, $L = 1.5\lambda$, where $L = 2.40$ m.

Step2: Solve for wavelength

We can rewrite the equation as $\lambda=\frac{L}{1.5}$. Substitute $L = 2.40$ m into the formula: $\lambda=\frac{2.40}{1.5}$.

Step3: Calculate the value

$\lambda = 1.6$ m.

Answer:

1.6