Part 2: In Part 1, you explored general polynomial behavior for any polynomial of degree n Next, reect on the basic power functions and transformations of them. These are more specic types of cases for polynomials that are of a particular form. For your group assignment submission for part 2, answer the following_questions: 1. How many distinct and real roots can a basic quadratic function or transformation of it have? 2. How many distinct and real roots can a basic cubic function or transformation of it have? 3. How many distinct and real roots can a basic quartic function or transformation of it have? 4. How many distinct and real roots can a basic quintic function or transformation of it have? 5. How many distinct and real roots can a degree n basic power function or a transformation of it have