Consider the curve given by the function a: 1 3 me) = 3&3; _ 2)). You are given that .l' _ ($_1)2($_4) n _ 2($_1) r (m) 3($ _ 2)., and r (ml (m _ 2)... Fill in the blanks. No justication is necessary. Answer "NONE" if the function does not display a feature listed. {a} [1 point] Domain of f: ............... lb} [1 point] a: and y coordinates of mintercepus) or f; _________________ (Cl [1 point] a: and y coordinates of y-intercept(s) of f; _ ___________ id} [1 point] Equationls) of vertical asymptote(s): ____________ (6} [1 point] Equationls) of horizontal asymptote(s}; _____________ _ (f) [1 point] Critical number(s) of f; ............. (9} [1 POint] Open inteNaHS) where f is increasing; ................ {h} [1 Point] Open intervalls) where f is decreasing; _ ______________ (i) [1 point] a: and y coordinates of all local minimum{s) of f; _________________