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solve: log x + log (x+3) = log 10 I am stuck... log (x^2+3x) = log 10 x^2+3x=10 from here i just get weird numbers. helppp
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answer in the back says it should equal 2...
It is true that log(x) + log(x+3) = log(x*(x+3)) \[x^2 +3x-10=0\] \[x^2+5x-2x-10=0\]
i always forget that whole set one side equal to zero....let me see if i can get it from there
FOIL and the domain of the log function and you got it. Cheers.
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