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The base of a logarithmic function is a negative real number. never sometimes always
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\[\log_{base} \]. Is there any case that you can think of where base would be a negative number?
nope
Agreed. If you draw the log function you'll see it looks like |dw:1334800484067:dw| There are no negative numbers in its domain.
The base of an exponential function is always a positive number different from one. The inverse of such a function is the log of that base. Since the exponential base is always positive, the log base is as well.
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