(3) For the graph shown below, find the values of the limit below: lim g(x) = x--2 lim g(x) = x--1 lim g (x) = lim g(x) = x-6 x- -1+ lim _g(x) = x- -3 lim g(x) = x- 2+ lim g(x) = x -+ 3+ lim g(x) = x- 2 -3 0 2 5