A construction company is designing a rectangular storage container with a fixed volume. The container must have a square base with side length x meters, and its height must be h meters. The volume V ( x , h ) of the container is given by the polynomial function: V ( x , h ) = x ^ 3 +4 x ^ 2 h - 6 h ^ 2 The construction company has the following constraints: 1 . The side length x must be at least 2 meters. 2 . The height h must be at least 1 meter. volume of the container must be 3 6 cubic meters. 3 . The Determine the possible dimensions of the container that satisfy these constraints