2 1 Consider the function f(z) = Lf;? T (a) Find the domain and intercepts of f. (b) Find f'(z). () Find the coordinates of any stationary points of f. Construct a table of signs for f/(z), determine the intervals on which f is increasing and those on which f is decreasing, and determine the nature(s) of the stationary point(s). (d) Determine the equation(s) of the asymptote(s) of f. _ D S Determine whether f is an even or odd function, or neither. Hence sketch (by hand) the graph of f. ~ p .... b O e e e W