Question: If just the length of Rectangular Prism A is doubled to make Rectangular Prism B, how much larger is the volume of Rectangular Prism B

If just the length of Rectangular Prism A is doubled to make Rectangular Prism B, how much larger is the volume of Rectangular Prism B than the volume of Rectangular Prism A? If the length and the width (but not the height) of Rectangular Prism A are doubled to make Rectangular Prism B, how much larger is the volume of Rectangular Prism B than the volume of Rectangular Prism A? If the length, the width, and the height of Rectangular Prism A are doubled to make Rectangular Prism B, how much larger is the volume of Rectangular Prism B than the volume of Rectangular Prism A? If the length, the width, and the height of Rectangular Prism A are doubled to make Rectangular Prism B, how much larger is the surface area of Rectangular Prism B than the surface area of Rectangular Prism A? If the length, width, and height of a cube are each doubled, how much larger is the volume of the new cube compared to the volume of the original cube

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