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Write 1 – 3log5x as a single logarithm.
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\[1 - 3\log _{5}x\]
what is 1 in log5 form?
i'm not sure
Here, think of it this way: \[\log_{5}x=1\] \[5^1=x\]
so 5?
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yes
now add \[\log_{5}5 - 3\log_{5}x\]
subtract sorry
a little help please
help please @Luigi0210
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Okay, now change that second log, do remember this rule: \[{\huge ylog_{k}x=\log_{k}x^y }\]
okay...
\[\log_{5} 5 -\log_{5} x ^{3}\]
subtraction is division, right? |dw:1377732866434:dw|
I am not sure.
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i really have no idea what to do.
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