Use the image to answer the question.
An illustration shows a structure of a building shaped like an inverted letter upper L, formed by two rectangular perpendicular prisms to look like a two-winged building. The structure is 9 meters high. The horizontal rectangular prism has an overall length of 30 meters along the back edge. It has a width of 6 meters. Doors are drawn along the inside 24-meter length. The smaller perpendicular rectangular prism adjoins the horizontal prism along the right side and extends forward. It shows an inner length of 21 meters.
What is the total volume of this corner store?
(1 point)
To find the total volume of this corner store, we first need to calculate the volume of each rectangular prism separately and then add them together.
Volume of the horizontal rectangular prism:
Volume = length x width x height
Volume = 30m x 6m x 9m
Volume = 1620 cubic meters
Volume of the smaller perpendicular rectangular prism:
Volume = length x width x height
Volume = 21m x 6m x 9m
Volume = 1134 cubic meters
Total volume of the corner store:
Total volume = Volume of horizontal prism + Volume of smaller prism
Total volume = 1620 cubic meters + 1134 cubic meters
Total volume = 2754 cubic meters
Therefore, the total volume of the corner store is 2754 cubic meters.