Please answer all the parts Let f (x) =x2- 3xFind the requested information for the function f and its graph. Enter N/A in any empty answer blank.The y-intercept of f is (0,The graph of f is symmetric with respect to ---Select-- vRelative maximum values of f: (x-values in increasing order)Relative minimum values of f: (x-values in increasing order)f is decreasing on the following interval(s):O (-∞, ∞)O (-∞, a)O (-∞, a]O (a, o)O [a, 0)O (-∞, a) U (b, ∞)O (-∞, a] U [b, ∞)O (-∞, a) U (b, c]O (-∞, a] U [b, c]O (a, b] U (c, )O [a, b) U (c, )[a, b] U [c, 0)O (a, b) U (c, ∞)O (a, b)[a, b]ONene of the Above Nóne of the Above.a =b =C =The graph of f is concave upward on the following interval(s):ㅇ (-8, 08)ㅇ (-8, d)ㅇ (-8, d]O (d, o)O [d, o)O (-∞, d) U (g, ∞)O (-∞, d] U [g, )O (-∞, d) U (g, h]O (-0, d] U [g, h]O [d, g) U (h, ∞)O [d, g] U [h, 0)O (d, g)[d, g]O None of the Above.d =h =The graph of f has the following inflection point(s): (x-values in increasing order)The graph of f has the following vertical asymptote(s): (values in increasing order)X =X =The graph of f has the horizontal asymptotey =symbolic formatting help

For critical point fond f'(x)=0

Let f (x) = x2- 3x Find the requested information for the function f and its graph. Enter N/A in any empty answer blank. The y-intercept of f is (0, The graph off is symmetric with respect to -Select--- Relative maximum values of f: (x-values in increasing order) Relative minimum values of f: (x-values in increasing order) f is decreasing on the following interval(s): ㅇ (-0, 00) ㅇ (-8, a) ㅇ (-8, a] O (a, o) O [a, o) O (-o, a) U (b, ∞) O (--, a] U [b, ∞) O (-∞, a) U (b, c] O (-∞, a] U [b, c] O (a, b] U (c, ∞) O [a, b) U (c, 0) O [a, b] U [c, 0) O (a, b) U (c, 0) O (a, b) O [a, b] ONene of the Above