Explain why this sequence of steps is incorrect.
$$\begin{aligned}
\log _{3} 121 & =\log _{3}[(-11)(-11)] \
& =\log _{3}(-11)+\log _{3}(-11)
\end{aligned}$$

Name: 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 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)​

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