Analyzing the polynomial y = (x – 1)(3x – 2)(x + 3) %3D | a. Determine the roots of the polynomial b. Determine the end behaviors c. Determine how many turning points

Discuss the domain and range of polynomial functions in general. Think about: Does the domain and/or range change depending on the type of polynomial function? Does it matter if the degree is even or odd? Does it matter if the leading coefficient is positive or negative? In your response, give examples to support your reasoning.

Hi, can you help me with all three questions

Using the tools you learned in this lesson, find all solutions (real and non-real) for the polynomial: 2x^3-3x^2+32x+17 To earn full credit share all work, calculations and thinking. If you prefer you can do the work by hand on a piece of paper, take a picture of that work and upload it.