Please answer questions below

Identify any horizontal and vertical asymptotes and any holes in the graph. Remember to write HA and VA as EQUATIONS. Consider the function the following rational function f(x) _ _ + 2x +1 8 End Behavior: O There is a horizontal asymptote at There is no horizontal asymptote Vertical Asymptote 6 +2 There is a vertical asymptote at There is no vertical asymptote. Hole ( s ) -10 O There is a hole at 1. The equation of the horizontal asymptote for this function is There is no hole in the function. 2. The equation of the vertical asymptote for this function is Submit Question Which of the following d be the domain of the function? Select an answer (-00, 2) U (2, 00) (-00, 00) Let f(z) =- x - 3x - 10 x2 - 4x - 12 (-00, 2) U (2, 5) U (5, 00) (-00, 5) U (5, 00) Find: None of these 1) Domain (in interval notation) (-0o, -2) u (- 2,6) u (6,00) of For the function f (a) - x-2 2) y-intercept(s) at the point(s) (0, 5 ) x- 1 A) Identify the equation of the vertical asymptote. x = 1 of 3) x-intercept(s) at the point(s) (5,0) B) Identify the equation of the oblique (or slant) asymptote. 4) x-value of any holes C) Draw the vertical and oblique (or slant) asymptotes. 5) Vertical asymptotes at x = 6) Horizontal asymptote at y = 1 7) Oblique or slant asymptote at y = DNE Write "DNE" if there is no answer. Submit Question Clear All Draw: Let f(a) = x + 3x -4 x+2 Graph the following: 1) Any x-intercepts 2) Any y-intercepts Given P(x) - 3x - 11x + 4923 1612? + 16x + 240, and that 4i is a zero, write P in factored 3) The vertical asymptote form (as a product of linear factors). Be sure to write the full equation, including P(x) =. 4) The horizontal or oblique asymptote 10 Submit Question Let f(z) = x- 3x - 4 22 - 6x - 7 10 -9 -8 -7 -6 -5- 3 -2 - Find: 1) Domain (in interval notation) (-0o, - 1) U (-1,7) u (7,00) 2) y-intercept(s) at the point(s) (0. 4) 3) x-intercept(s) at the point(s) Clear All Draw: 4) x-value of any holes 5) Vertical asymptotes at x = Solve the equation: 4k - 3k + 14 = 4. Full simplify your answer, including any non-real solutions 6) Horizontal asymptote at y = k= Consider the function the following rational function 7) Oblique or slant asymptote at y = DNE Submit Question Write "DNE" if there is no answer. +2 1. The equation of the horizontal asymptote for this function is 2. The equation of the vertical asymptote for this function is Which of the following would be the domain of the function? Select an