Sound Wavelength Calculator

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

Where**$\lambda$** is the wavelength

**v** is the velocity of the sound wave

** f **is the frequency of the wave

**Step 1 :**

**Step 2 :**

Sound wavelength calculator helps to find out the wavelength of a sound wave which is moving with a velocity. It is an online tool for easy calculation. Wavelength is nothing but the distance between two consecutive points which is having same phase. The mathematical representation of the wavelength formula is given below:

Where

Identify the given parameters after reading the problem carefully.

Substitute these vales in the given equation to find out the wavelength of a sound wave.

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

The velocity of a sound wave is 340m/s and the frequency is 500Hz. Calculate the wavelength of this sound wave?

**Step 1 :**Given quantities are,

v=340m/s

f=500Hz

$\lambda$=?

**Step 2 :**The equation to find out the wavelength is,

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

$\lambda$ =$\frac{340}{500}$

$\lambda$ =0.68m

**Answer :**Wavelength of the given sound wave is,

$\lambda$ =0.68m

Determine the frequency of the sound wave provided the velocity is 340m/s and wavelength is 0.25m?

**Step 1 :**Given quantities are,

v=340m/s

f=?

$\lambda$=0.25m

**Step 2 :**The equation to find out the wavelength is,

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

We have to calculate the frequency. so,

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

f=$\frac{340}{0.25}$

f=1360Hz

**Answer :**The frequency of given sound wave is,

f=1360Hz