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whats the equation u have

lim\[\lim_{x \rightarrow 3+}[(x+2)/(x+3)]\]

dame idk maybe @cliffordtapp

The book probably meant x approaches *-3* from the right since 5/6 is the correct limit.

5/6 is correct? Thank you so much!

yes he right

One does not simply divide by zero.

Right, obviously... but I'm not "dividing", that's how it would work out to, right?

\[\lim_{x \rightarrow -3+}(x+2)/\lim_{x \rightarrow -3+}(x+3) = (-3+2)/(-3+3) = (-1/0) ?\]

Alright. So... what other ways/avenues?

and of course neg/pos=neg
and neg/neg=pos

That wouldn't mean that the Limit doesn't exist?
:/

|dw:1442259591580:dw|

|dw:1442259887019:dw|

I think I will agree to that