Part C The power in the speaker from Part A is doubled, bringing the sound intensity to 2x 10-6 W/m². This leads to 3= 10 log (2 x 106). Which of the following equations is equivalent to log (2 x 10º)? O log(2) x log (106) O log(2) +log (106) O 2x log (106) O 2+log (100) O log (106) +log (10) O 6 × log(20) Submit Request Answer

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Part C
The power in the speaker from Part A is doubled, bringing the sound intensity to 2 × 10-6 W/m². This leads to 3 = 10 log (2 × 106). Which of the following equations is
equivalent to log (2 × 106)?
O log(2) × log (106)
O
log(2) + log (106)
2x log (106)
2 + log (106)
O log (106) +log (106)
O 6 × log(20)
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Request Answer
Part D Complete previous part(s)
Transcribed Image Text:Part C The power in the speaker from Part A is doubled, bringing the sound intensity to 2 × 10-6 W/m². This leads to 3 = 10 log (2 × 106). Which of the following equations is equivalent to log (2 × 106)? O log(2) × log (106) O log(2) + log (106) 2x log (106) 2 + log (106) O log (106) +log (106) O 6 × log(20) Submit Request Answer Part D Complete previous part(s)
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