Consider the following function f. Determine the domain, all absolute and relative maximum and minimum values, inflection points, and x- and yr-intercepts. State clearly the x-values for which f is increasing (fi, decreasing (4), concave tip (U) and concave down (fl). Determine all possible asymptotes. Neatly sketch the graph of f. More work space and a set of axes is continued on the next page.

f(x)= x^2/x-2

f'(x)= x^2-4x/(x-2)^2

f''(x)=8/(x-2)^3