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Simplify 5 log2 k – 8 log2 m + 10 log2 n
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\[5 \log _{2}k-8 \log _{2}m+10\log _{2}n\]
The 5, k-8, m+10 & n is sepearted not directly together.
What does that mean?
Is the problem as it appears ?
yes
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\[\log_b(a^r)=rlog(a)\] use this rule first
I don't understand how to.
\[5 \log_2k=\log_2(k^5)\] now you try this term: \[8 \log_2m\]
\[\log _{2}(k ^{m)}\] ?
No look at my example and look at the property that I wrote \[rlog_b(a)=\log_b(a^r)\]
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\[8 \log_2(m)=\log_2(m^8)\]
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