In Exercises 17-24, find the horizontal asymptotes. 17. f(x) = 18. f(x): = 19. f(x) = 20. f(x) = 2x² – 3x - 8x² +8 8x²-x² 7+11x - 4x4 36x² +7 9x +4 √36x4 +7 9x² +4

9. In each part, find the horizontal asymptotes, if any. 3 2 2x - 7 x³ = x² + 10 X - x² - 4x 3x² - 4x (a) y = (b) y =

What is the vertical and horizontal asymptote?

Зх-2 2. Find the vertical and horizontal asymptotes for f (x) = V4x2+5'

A quadratic function is given f(x) = x^2 + 4x -3. In standard form  f(x) = (x+2)^2 -7. If the vertex is (-2,-7) and the x- intercepts are x = -2 + radical 7 or 0.64 and -2 - radical 7 or -4.64 and the y-intecept is (0,-3), please graph and find the maximum or minimum value of f.  Is this a maximum or minimum value? I hope my points are correct! I know my standard form is correct.

I don't believe this has a Horizontal Asymptote but I am not sure.

Show your work please

I did that, factored x^2 + x +6 and got x=-2 and x=3 so the vertical asymptotes should be 2 and -3, however when you graph the function there are no asymptotes

f(x)=2x divided by x2 +8x+15 Identify domain, x intercepts, y intercepts, all asymptotes. Identify regions on the graph and Mark areas that are positive and negative.  Graph the final solution to.