A rectangular garden bed is \(9~\text{ft}\) long, \(6~\text{ft}\) wide, and \(1.5~\text{ft}\) deep. Determine how much topsoil fills the bed. Evaluate statements A–H, then report the complete set of statements that model the situation correctly.

A. The problem requires volume because soil fills a three-dimensional space.
B. A valid setup is \(9\cdot~6\cdot~1.5\).
C. Report the result in \(\text{cubic}~\text{feet}\).
D. Surface area is required because the soil covers the bottom of the bed.
E. \(2(9\cdot~6~+~9\cdot~1.5~+~6\cdot~1.5)\) models the soil needed.
F. An answer in \(\text{square}~\text{feet}\) has units that match the situation.
G. Multiply \(\text{all}~\text{three}~\text{dimensions}\) because they give the prism's length, width, and depth.
H. The final result gives the fencing needed around the garden bed.