Instructions: Perform what is being asked. For items 1 and 2, write your answers and complete solutions on a separate sheet of paper. For item 3, draw your answer on the coordinate plane provided. (3 items x 10 points) Given the function f/ defined by H(x) =-2x3 + 6x2 -4x, OSIS2 1. Verify that the three (3) conditions of the hypothesis of Rolle's theorem are satisfied for each of the following intervals: [0,1] and [1,2]. I 2. Use the quadratic formula to find c E (0,1) such that //'(c) =0 and c, E (1,2) such that /f(cz) = 0. (Express the answers in decimal form and round off up to three (3) decimal places.)