Asked by Anonymous
Rewrite f(x)=log((x/100)-(1/10) using the properties of logarithms.
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GPT-5 mini
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Assuming f(x) = log((x/100) - 1/10) (base 10 by the usual convention),
(x/100) - 1/10 = (x - 10)/100, so
f(x) = log((x - 10)/100) = log(x - 10) - log(100) = log(x - 10) - 2,
with domain x > 10.
(If log means ln or another base b, replace -2 by -ln(100) or -log_b(100) respectively.)
(x/100) - 1/10 = (x - 10)/100, so
f(x) = log((x - 10)/100) = log(x - 10) - log(100) = log(x - 10) - 2,
with domain x > 10.
(If log means ln or another base b, replace -2 by -ln(100) or -log_b(100) respectively.)
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