Solid A is a prism with base area \(18~\text{in}^{2}\) and height \(11~\text{in}\). Solid B has volume \(198~\text{in}^{3}\). Calculate Solid A's volume, and compare the \(\text{two}~\text{volumes}\).

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Solid A: (1/2)(18)(11) = 99 in³; Solid B: 198 in³; they do not match.

Solid A: 18 in²; Solid B: 198 in³; they do not match.

Solid A: (18 in²)(11 in) = 198 in³; Solid B: 198 in³; they have the same volume.

Solid A: 18 + 11 = 29 in³; Solid B: 198 in³; they do not match.

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Curriculum context

Course: Math Foundations
Standard: MF.GM.6
Category: Geometry and Measurement
Domain: Three-Dimensional Measurement
Objective: Find and interpret volume of prisms and cylinders using correct units.
Problem type: Put both solids into one comparable volume form