Answer
Yes, $187.993$ decibels
Work Step by Step
We need to plug in the intensity level as given in the statement into the formula for decibels.
We have $10 \log [(10^{12}) (6.3 \times 10^6)]$
Re-written as: $10 \log (6.3 \times 10^{18})$
Now, use a calculator to find the logarithmic value
So, we have $ 10 \log (6.3 \times 10^{18})=187.993$ decibels
Thus, our result is: $187.993$ decibels, which can rupture the human eardrum.
