Write in logarithmic form.
-$10^{5}=100,000$
A) $\log _{5} 10=100,000$
B) $\log _{10} 100,000=5$
C) $\log _{5} 100,000=10$
D) $\log _{10} 5=100,000$

Name: Write in logarithmic form. -$10^{5}=100,000$ A) $\log _{5} 10=100,000$ B) $\log _{10} 100,000=5$ C) $\log _{5} 100,000=10$ D) $\log _{10} 5=100,000$
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The logarithmic form of $10^{5}=100,000$ is $\log _{10} 100,000=5$, which means "to what power must 10 be raised to get 100,000?" The answer is 5.

Write in Logarithmic Form 105=100,00010^{5}=100,000105=100,000 A) log⁡510=100,000\log _{5} 10=100,000log5​10=100,000 B) log⁡10100,000=5\log _{10} 100,000=5log10​100,000=5

Write in Logarithmic Form $10^{5}=100,000$ A) $\log _{5} 10=100,000$ B) $\log _{10} 100,000=5$