Part 2: General version. In this version, following the complete curve sketching process, sketch the graph of the function W\" W'L ., W'L2 2 d(:1:)= E;r4 + 12 :1,\" 24 :1: For full credit, all the following points should be addressed, including all steps and calculations (some of the answers may depend on the constants L and W ): a) Domain b) Intercepts with the Axes c Symmetries (1 Horizontal and Vertical Asymptotes f e) Monotonicity and Local max/ min ) Concavity and Inection points g Final Sketch of the Graph Part 3: Observations. Now that you have sketched the graph of the (hiection curve of a beam under a constant load, you have a complete description of how the beam will deform. For full credit, answer the fellowing reflection questions with complete sentences explaining your reasoning: a) Does the deflected beam cross the :1: axis? Is it always below or above the .7: axis? Does that correspond to what you would expect to happen in real life? b) What happens when :1: is negative or larger than L? How do you interpret that? (3) Record other properties that seem interesting to you, if any