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Calculate the speed of sound in air for the following temperatures:A. 0°C B. 25°CC. 30°C D. -15°C

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The speed of sound in air at a given temperature is given by:


v=331\sqrt[]{1+(T)/(273)}

Then we need to plug the value of the temperature to determine each case.

A.


v=331\sqrt[]{1+(0)/(273)}=331

B.


v=331\sqrt[]{1+(25)/(273)}=345.82

C.


v=331\sqrt[]{1+(30)/(273)}=348.71

D.


v=331\sqrt[]{1+((-15))/(273)}=321.78

Therefore the speeds for the given temperatures are:

A. 331 m/s

B. 345.82 m/s

C. 348.71 m/s

D. 321.78 m/s

User Zafarkhaja
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