11.4 A wave that moves at the speed of $$ 300 \mathrm{~m} \cdot \mathrm{~s}^{-1} $$ has a wave length of 1500 m . Calculate the frequency of the wave.

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To calculate the frequency ($$ f $$) of a wave, you can use the fundamental wave equation:

$$
v = f \lambda
$$

where:
- $$ v $$ is the wave speed,
- $$ \lambda $$ is the wavelength,
- $$ f $$ is the frequency.

**Given:**
- Wave speed ($$ v $$) = $$ 300 \, \text{m/s} $$
- Wavelength ($$ \lambda $$) = $$ 1500 \, \text{m} $$

**Steps to Calculate Frequency:**

1. **Rearrange the Wave Equation to Solve for Frequency ($$ f $$):**

$$
f = \frac{v}{\lambda}
$$

2. **Substitute the Given Values into the Equation:**

$$
f = \frac{300 \, \text{m/s}}{1500 \, \text{m}}
$$

3. **Perform the Calculation:**

$$
f = 0.2 \, \text{Hz}
$$

**Conclusion:**
The frequency of the wave is **0.2 Hz**.
The frequency of the wave is 0.2 Hz.

11.4 A wave that moves at the speed of
has a wave length of 1500 m .
Calculate the frequency of the wave.

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11.4 A wave that moves at the speed of has a wave length of 1500 m . Calculate the frequency of the wave.