The sound intensity of two alarms is detected at a particular point. The first alarm has an intensity of 107.2 W/m²; the second has an intensity level that is 13 dB greater. What is the intensity level (in dB) of the sound wave due to the second alarm?

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### Sound Intensity Levels of Alarms

The sound intensity of two alarms is detected at a particular point. The first alarm has an intensity of \( 107.2 \, \text{W/m}^2 \); the second has an intensity level that is \( 13 \, \text{dB} \) greater. What is the intensity level (in dB) of the sound wave due to the second alarm?

![Incorrect Input Example](163.3)

Find the decibel level of the first alarm using the definition, and then use your result to calculate the decibel level of the second alarm, which is 13 dB greater than the first alarm.

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Transcribed Image Text:### Sound Intensity Levels of Alarms The sound intensity of two alarms is detected at a particular point. The first alarm has an intensity of \( 107.2 \, \text{W/m}^2 \); the second has an intensity level that is \( 13 \, \text{dB} \) greater. What is the intensity level (in dB) of the sound wave due to the second alarm? ![Incorrect Input Example](163.3) Find the decibel level of the first alarm using the definition, and then use your result to calculate the decibel level of the second alarm, which is 13 dB greater than the first alarm. **Need Help?** [Read It]
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