Question For this problem, consider the function on the domain of all positive numbers; i.e. (0,~]- (a) The value of . (If you need to use = or a, enter -infinity or infinity.) (b) Tor F: The function has no & intercepts O False (c) T or F: The y axis is a vertical asymptote True False [d) The value or [If you need to use = or s, enter -infinity or infinity.} (e) What is the formula for /(x)= xx3 In (x) +3) (f) How many critical numbers are there for rx]? 1 (h] The smallest critical number is (1) The largest interval in the domain on which the function is increasing is #-1 j. (If you need to use me or a, enter -infinity or infinity.] (]] There is a local minimum occurring at I on the graph. (k) The formula for ryx)- (I) Tor F: The function is concave up at x-1/107 O True O False (m] T or F: The function is concave up at x=17 O True O False (n ]The value of Am *+ (x) (If you need to use me or , enter -infinity or infinity.) (o) The graph of per(x) is best represented by which of the following pictures [select A, B, C or D): OC OD PlotA PlotB PlotC PlotD