Please explain how to graph this function. Specifically, how do I determine on which side of the slant / oblique asymptote does the graph trend? For instance, I think the slant asymptote is y= zx - 1, and there is an intercept at (0, 0 ) and I employ the Sign chart; but are there other Points of interest that I should use on the sign chart to assist in graphing the function? (I already know what the graph looks like, but any extra tricks other than just plotting the points ... Is what I am booking for! Thanks so very much! Please graph: f(x ) = x - 2x + 3x 2x + 2