Solve the problem below

e function f (x) = 9 X 2 - 9 ' Given that the function has vertical asymptotes at x = 3 and x = -3, determine the one-sided limits approaching the vertical asymptotes. As x - - 3-, f (x) - As x - - 3+, f(x ) - As x - 3-, f(x)- As x - 3+, f(x) - b) Find the equation of the horizontal asymptote, and the behaviour of the curve as x - too. The cubic function f (x) = x3 + bx + c has a local maximum at (-1, 3). Find the value of band