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Solve log x = 3. x = 3 x = 30 x = 1,000 x = 10,000
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@amoodarya
\(\bf log(x)=3\implies log_{10}(x)=3\implies 10^3=x\)
recall that \(\bf \Large log_ab=c\implies a^c=b\)
Where are you getting the 10 from?
\(\bf \Large log_{base}(value)\) when the base is not explicitly written in, base 10 is implied
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implied = assumed, right?
yes
Ok, I'm putting that in my notes to remember :-) Thank you @jdoe0001
if you look at your calculator, it has a button that only says [Log], shows no base, takes no base arguments, thus is base 10, really means \(\bf \Large [Log_{10}]\)
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