When function's y-value approaches either +or - as x approaches c, the Limit Does Not Exist (DNE). If it is possible, we also state the Limit is either equal to + or - before backing this up with DNE. 1. Under which circumstances for an infinite limit could you ONLY state lim/(x) = DNE and not say that the Limit is also equal to either + or -0. x-c 2. In your explanation, describe what must be happening for the following one-sided limits: lim f(x) and lim f(x). x-c- x+c+ 3. Finally, provide an example function that exhibits these properties at x = 2.