[Select] and [Select] the behavior of functions that are unbounded near x = a. asymptotes help describe [Select] and [Select] asymptotes are used to describe the behavior of functions as assumes arbitrarily large positive values or arbitrarily arge negative values.

a) Determine increasing intervals (slop) of the function if it exists. b) Determine decreasing intervals (slop) of the function if it exists.

Suppose the graph of f is given. Describe how the graph of each function can be obtained from the graph of f. (a) y = f(9x) - 6 shrink horizontally by a factor of, then shift right 6 units O stretch horizontally by a factor of 9, then shift down 6 units O shrink horizontally by a factor of then shift down 6 units O stretch vertically by a factor of 9, then shift up 6 units O shrink vertically by a factor of then shift up 6 units 9' (b) y = 9f (1-x) O shrink horizontally by a factor of - 11/13 O shrink horizontally by a factor of then shrink vertically by a factor of 1/1, then stretch vertically by a factor of 9 O stretch horizontally by a factor of 9, then stretch vertically by a factor of 9 1 O stretch horizontally by a factor of 9, then shrink vertically by a factor of 9 O There is no change. X