1. What is the minimum degree of a polynomial that has exactly TWO inection points? Explain. 2. If, y = f(x) is a polynomial function, defined for any x E ER and has ONE absolute maximum, ONE local maximum and ONE local minimum. What is the lowest degree of the SECOND derivative of the function? Draw a sketch on the axes provided. Explain 3. If f6) = 4 f'(5) = 0, f\"(S)