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Find the domain of the logarithmic function f(x) = log4 (x – 3). A. Any real numbers B. Positive real numbers C. Negative real numbers D. x > 3
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I think it's A.
logarithmic functions don't like negative numbers
\(\log (anything)\) \(anything\) has to be positive always, actually logs don't like 0 also, so : \(anything \gt 0\)
So it's positive real numbers?
\(x-3 \gt 0 \) solve \(x\)
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x > 3
yes !
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