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Which answer represents the domain of the logarithmic function given below? F(x) = log9 x A. x 0 B. x < 0 C. x > 0 D. All real numbers
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HI!!
you cannot take the log of a number that is not positive
so find the one that says "positive numbers"
\[\log_9(x)=y\iff 9^y=x\] and since \(9^y\) is always positive, that means \(x\) must always be positive
a. is \[x \ge 0\]
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oh no
you cannot take the log of zero since \(9^y>0\) always
no 0
so what is it
Graph y=log(x) and take a look what it does
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notice the values x can take on
|dw:1435758697923:dw|
The valeues of the base just squishes it in the vertical Y direction ...
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