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Express in exponential form. log100.001 = -3
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You need to know \( log_a b = c\) then \( a^ c = b\)
Let's add colors \(\large log_\color{red}{a} \color{cyan}{b} = \color{orange}{c}\) then \(\Large\color{red}{a}^{\color{orange}{c}} = \color{cyan}{b}\) so your question is \(\large log_{\color{red}{100}} \color{cyan}{0.001} = \color{orange}{-3}\)
ok am i solving it?
No, you're just expressing in exponential form
Basically you just re-write it without the log
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ohhh so whats the answer then?
...? I've given you everything you need and even included colors so you can see where what goes where Here's an example if that didn't help
Thank you !
No problem
If you want me to check your answer, let me know
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