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graph y=logx+2
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look at y=log x and compare with your logx+2 remember log 0 = 1 also remember the shape of logx
Another thing I whether it is log(x + 2) or log(x) + 2 as they are very different.
* log 1=0, and log 0 -> -inf. (for any base)
What is shown is log(x) + 2, which is what @zpupster graphed. If parentheses are missing, and expression is meant to be log(x+2), then it would be the graph of log(x) translated to the left by two units instead of up.
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