Calculating Wavelength in a Medium with Different Speed of Sound

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Homework Help Overview

The discussion revolves around calculating the wavelength of ultrasonic waves in a medium where the speed of sound is significantly higher than in air. The original poster provides a frequency and attempts to apply the wavelength formula.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants question the clarity of the original post and the units involved in the calculations. There is an emphasis on ensuring that units are included in the calculations.

Discussion Status

Some participants have offered guidance on the importance of including units in calculations and have confirmed the original poster's approach to the problem. Multiple interpretations regarding the units of measurement are being explored.

Contextual Notes

There is a lack of explicit information regarding the expected units for the wavelength, which has led to some confusion among participants.

Deebu R
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Homework Statement


Ultrasonic waves of frequency 3 x 10^5 Hz are passing through a medium where speed I found is 10 times that in air ( speed of sound in air is 300m/s). The wavelength of this wave in the medium will be in the order of?

Homework Equations


Wavelength = wave speed/ frequency...maybe

The Attempt at a Solution


Using the equation I got 300 x 10/(3 x 10^5)=0.01[/B]
 
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Hi,

Is there a question you need help with here ?

I don't want to be corny, but: is that in inches, miles or in furlongs :smile:?
 
I am guessing meters so in cm it becomes 1 cm, right?
 
Of course. It's just that I wanted to emphasize to you that you should always include units.

(also in calculations: 300 m/s x 10/(3 x 10^5 /s ) = 0.01 m -- the factor 10 is a ratio, no dimension)
 
BvU said:
Of course. It's just that I wanted to emphasize to you that you should always include units.

(also in calculations: 300 m/s x 10/(3 x 10^5 /s ) = 0.01 m -- the factor 10 is a ratio, no dimension)
I was just making sure. Thank you for the help.
 

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