The specifications for a new cardboard container require that the width for the container be 4 inches less than the length and the height be 1 inch less than twice the length.a. Write a polynomial function that models the volume of the container in terms of its length.b. Write an equation if the volume must be 2208 cubic inches.c. Find the dimensions of the new container.
Identify the possible rational roots for the equation .

Find all the zeros of .

Use the rational-root theorem to find the roots of .

Use Descartes' Rule of Signs to find the number of possible positive real roots and the number of possible negative real roots for the function f(x) = x4 + 2x3 - 3x2 - 8x - 4.
State the number of complex roots, the number of positive real roots and the number of negative real roots of .

List all the rational roots of .

List the possible rational roots and actual rational roots for the equation .

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