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Evaluate. Logs.
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logs are hard, they're good for kindling and cooking
\[\log_{2}16\]
ohh that
Hahaa!
\(\bf log_{\color{brown}{ 2}}{\color{blue}{ 16}}=\square ?\)
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\(\Large \bf log_{\color{brown}{ 2}}{\color{blue}{ 16}}=\square \implies {\color{brown}{ 2}}^\square ={\color{blue}{ 16}}\qquad \{16=2^{\square ?}\)
hint: \(2^2=4\qquad 4^2=16\)
2^4
yeap thus
wel. anyhow.. just that :)
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So for this one \[\log_{8}8\] \[8^{y}=8\] \[y=1\]
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