Name: Unit 1: Intro to Polynomial Functions - Communication Task This is an evaluation that must be completed on your own with no help from tutors, friends or the internet. To earn full marks, you must justify your solution. Include the following as needed: Show diagram, Define variables, State formula, heorem, equation or function used, Show substitutions and or steps in solving an equation, State restrictions, State concluding statement, Use correct notation. No marks are given if your solution includes e or In, differentiation, integration. This is an evaluation, make sure you are completing the work on your own. 1. In each case, sketch a parent function or transformed function with the following end behaviours. State a specific possible degree and leading coefficient for each graph. Explain how you determined your answers fully using terminology leamed in this unit. [4 marks] The function extends from quadrant 2 to As x - 00, y - quadrant 4. As x - - 00, y -+ 00 A possible degree: A possible degree: Leading Coefficient (positive or negative): Leading Coefficient (positive or negative): Explanation: Explanation: 2. Graph a polynomial function of degree 5 with at least two unique x-intercepts and passes through the point (0, -2). Be sure to number the axis. Determine the equation of the polynomial. Show all your work. [5 marks]