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I need help to solve this equation please; g(x) = log(x +5)
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there is nothing to solve here. this is just the definition of a function
Thank you but what does that mean
it means take your input x, add 5 then take the common log (log base ten)
so for example \[g(95)=\log(95+5)=\log(100)=2\]
You probably are being asked to graph this function. I will attach the graph. The graph intercepts the x-axis at the point (-4,0); it intercepts the y-axis at (0, log 5). There is a vertical asymptote with equation x=-5 (indicated by the dashed line on the graph). The domain is x>-5, and the range is all y real numbers.
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