Q3).

Use numerical evidence to determine whether the limit of f (x) exists at a - 9. f(2) 2 8x-9 Round your answer to two decimal places. If the limit does not exist, enter DNE. lim f (z) = c -+9 Select the option that best describes the behavior of the graph of f (x) near x = 9. The limit exists. The graph approaches the same value from the left and right of a - 9. The limit does not exist. The graph approaches negative infinity from the left of x = 9 and O positive infinity from the right of x = 9. The limit does not exist. The graph approaches positive infinity from the left of x - 9 and O negative infinity from the right of x = 9. The limit does not exist. The graph fluctuates in output values near a = 9