Explain Why This Sequence of Steps Is Incorrect$$\begin{aligned}
\log _{3} 121 & =\log _{3}[(-11)(-11)] \
& =\log _{3}(-11)+\log _{3}(-11)
\end{aligned}$$

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The Answer of Explain Why This Sequence of Steps Is Incorrect$$\begin{aligned}
\log _{3} 121 & =\log _{3}[(-11)(-11)] \
& =\log _{3}(-11)+\log _{3}(-11)
\end{aligned}$$

Explain Why This Sequence of Steps Is Incorrect $\begin{aligned}\log _{3} 121 & =\log _{3}[(-11)(-11)] \\& =\log _{3}(-11)+\log _{3}(-11)\end{aligned}$

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Explain Why This Sequence of Steps Is Incorrect log⁡3121=log⁡3[(−11)(−11)]=log⁡3(−11)+log⁡3(−11)\begin{aligned}\log _{3} 121 & =\log _{3}[(-11)(-11)] \\& =\log _{3}(-11)+\log _{3}(-11)\end{aligned}log3​121​=log3​[(−11)(−11)]=log3​(−11)+log3​(−11)​

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Correct Answer:VerifiedThe product rule for logarithms cannot b...View AnswerUnlock this answer nowGet Access to more Verified Answers free of chargeView Full Answer For Free

Explain Why This Sequence of Steps Is Incorrect $\begin{aligned}\log _{3} 121 & =\log _{3}[(-11)(-11)] \\& =\log _{3}(-11)+\log _{3}(-11)\end{aligned}$

Correct Answer:
Verified
The product rule for logarithms cannot b...
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