Problem

CONSTRUCTION A rectangular open-topped box is to be constructed out of 9- by 16-inch sheet...

CONSTRUCTION A rectangular open-topped box is to be constructed out of 9- by 16-inch sheets of thin cardboard by cutting x-inch squares out of each corner and bending the sides up. Express each of the following quantities as a polynomial in both factored and expanded form.

(A) The area of cardboard after the corners have been removed.


(B) The volume of the box.

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