Use the following graph to match the intervals where f(x) is increasing, decreasing and constant, as well as the function's domain and range. Assume f(x) keeps going indefinitely. 2 0 -2 2 -2 Domain (-1.1, .2) U (9. 00) + X Increasing [-2, 00) X Decreasing (-00, 00) X Constant (-2, 00) X Range (-00, -1.1) U (.2. .9) + *Part 1: Describe all the transformations that have place from the parent function f(x) to the transformed function d(). Please write in complete sentences! Part 2: If I take my transformed graph doo and I reflect it across the x-axis, tell me where the point (6, 2) would move to. Part 1: Horizantal shift right by 5 Vertical shift down by 1 Vertical Stretch 6, 2 will become 6, -4 Comment: Corrections: Vertical stretch by how much? Review reflections across the x-axis. The point (6,2) will not move to the point (6.-4). Explain why.If x) = x-VS. which of thefollowing is not true? Setect one a. As x -> on . then x) > no b. fix] is an ewen function c. The range of x) is aLl real numbers d. The graph of fix) is symmetric with respect to the yaxis Your answer is incorrect. Comment: Comm Graph this function in your corrections and justify why three of the statements are true based on characteristics of your graph. Then.justify your new answer of the % statement that is not true