1. Find the domain, the intercepts, and the asymptotes (including slant asymptotes if that is relevant), Please state if the function does not have an x or y-intercept or a vertical or horizontal asymptote. 2. Find the intervals on which f (a) is increasing and decreasing and where it has local minima or maxima 3. Find the intervals on which / (2) is concave up and concave down and where it has inflection points. 4. Using all of the preceding information, sketch a graph of the function, labeling the asymptotes and each of the key points