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\(f(x)=\log(x+3)-1\)
at first, as far as the domain goes, you can only take a log of something that is greater than 0. In this case, you are taking log of \(x+3\), and thus \(x+3\) has to be greater than 0. all \(x\) values that satisfy \(x+3>0\) are in the domain x. (of course x\(\in {\bf R}\))
so how can I include that in the problem?
what do you mean?
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we are finding the domain - that is the first part of the task. So now we (almost) found the domain. Can you give me an interval for the domain?
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