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What is the domain of f(x)=log(x)+7?
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f(x)=log(x)+7 is {x element R : x>0} (all positive real numbers) (assuming a function from reals to reals).
Thank you! =) So my answer would be x>0
Are there any other values to the problem?
7
so x>7
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Here's an example: the domain of log u is u > 0 thus, the domain of log (49 - x^2) is 49 - x^2 > 0 (7 - x)(7 + x) > 0 this happens when either both factors are positive, or both are negative in this case, the domain is (-7 , 7), or -7 < x < 7
Whoops, I meant to type it x<7 =) Thank you!!
your welcome
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