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The volume of a right rectangular prism is found by multiplying the length, width, and height.
Given that the edge length of the cube used to represent the volume will be the same as the side length of the right rectangular prism, we need to determine a common factor to cube.
The dimensions of the right rectangular prism are:
Length = 1 1/3 inches = 4/3 inches
Width = 1 inch = 1 inch
Height = 2/3 inches
To find the common factor to cube, we take the least common multiple of the denominators: 3.
Therefore, the edge length of the cube we will use is 3 inches.
Alternatively, we can provide the answer in a fraction reduced to the lowest terms:
3 = 9/3
So, the edge length of the cubes is:
9/3 inches.