Graph the functions f, g, and h in the same viewing rectangle. What happens to their graphs as the size of the viewing rectangle increases? Explain why the term of highest degree in a polynomial is sometimes called the dominant term.

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f(x) = -x³, g(x) = -x³ + x² + 2, and h(x) = -x³- 2x² + x - 1 (a) [-4, 4, 1] by [-4,4,1] (b) [-10, 10, 1] by [-100, 100, 10] (c) [-100, 100, 10] by [-105, 105, 104]