The figures below are similar.5 in4 inV1 = ? V2 = 64 in3What is the volume of the larger rectangular prism?

The problem seems to be missing the figures and some information. However, if we assume that the figures are similar rectangular prisms and we know the scale factor, we can solve the problem.

The volume of similar figures scales with the cube of the scale factor. If we denote the scale factor as k, then the ratio of the volumes is k^3.

Let's denote the volume of the smaller prism as V1 and the volume of the larger prism as V2. According to the problem, V2 = 64 in^3.

If we knew the scale factor k, we could find V1 using the formula V1 = V2 / k^3.

Without the figures or the scale factor, we cannot solve the problem. Please provide the missing information.