Question: 1. Given: --y = A(x) a. As a - -0, f(z) _ _ b. As a - - 3 , f(a ) ->!_ C. As

1. Given: --y = A(x) a. As a - -0, f(z) _ _ b. As a - - 3 , f(a ) ->!_ C. As > > - 3 , f(x) _ d. As a > co, f(x) e. The graph is increasing over the interval(s) f. The graph is decreasing over the interval(s) g. Write the domain in interval notation. h. Write the range in interval notation. i. The vertical asymptote is the line j. The horizontal asymptote is the line 2. Solve the inequality. Write the solution in interval notation. a. - 6x(x + 1)2(3 - x) > 0 4 b. 3x 8

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