Final answer:
The question lacks sufficient details to calculate the volume of the composite figure. Normally, volumes of individual shapes are calculated and summed, using formulas specific to each shape. The volume of a single rectangular stack is given as an example calculation.
Step-by-step explanation:
To find the volume of the composite figure, we need to identify the shapes that make up the figure. However, the question does not provide enough details about the shapes that create the composite figure, nor does it include a diagram or additional measurements that may pertain to different parts of the figure. Normally, we would calculate the volume of each individual shape using their respective volume formulas—such as length × width × height for a rectangular prism or πr²h for a cylinder—and then sum them to find the total volume. Without the necessary details, we are unable to provide the exact volume of this composite figure.
When finding the volume of a stack as provided in the given information, you would use the formula: volume of stack = length × width × height. For example, with the given dimensions 6 in. × 3 in. × 0.5 in., the volume would be 9 in.³. When converting from cubic inches to cubic centimeters, you would use the factor 2.54 centimeters per 1 inch, cubed overall.
If the full dimensions and shapes of the composite figure were provided, similar calculations would be performed for each part, and the volumes would be added to find the total volume in cubic inches.