Problem 2. (1 point) Suppose that g is the function given by the graph below. Use the graph to ll in the blanks in the following sentences. As x gets closer and closer to (but stays less than) 1, g(x) gets as close as we want to _. As x gets closer and closer to (but stays greater than) 1, g(x) gets as close as we want to _. As x gets closer and closer (but not equal) to 1, does g(x) get as close as we want to a single value? If such a value exists, enter it. If no such value exists, enter DNE. x = _