Finding radius of a cylindrical container


Assignment:

A packaging design team has determined that a cost-efficient way of manufacturing cylindrical containers for their products is to have the volume, V, in cubic centimeters, modeled by: V(x) = 9pix^3 + 51pix^2 + 88pix + 48pi. The height, h, in centimeters, of each cylinder is a linear function given by h(x) = x + 3.

Divide the polynomial 9pix^3 + 51pix^2 + 88pix + 48pi by x + 3. Interpret the meaning of the quotient in terms of this context. Determine an expression for the radius in terms of x.

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Algebra: Finding radius of a cylindrical container
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