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An oblique rectangular prism is a special case that allows us to draw parallelograms in three dimensions. These shapes closely resemble a regular right rectangular prism that is tipped off its axis to lean sideways.

Right rectangular prisms are the most common, with real-life examples including buildings, shoe boxes and pretty much any other three-dimensional object resembling a four-sided fish tank.

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Once you know what to look for, you'll start noticing rectangular prisms everywhere. Here are some everyday items that typically qualify as rectangular prisms.

All rectangular prisms consist of eight vertices that are connected by 12 edges ending at right angles. However, there are some differences between these types of three-dimensional shapes.

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For prisms, all the sides extend upward from the base area before being capped with a top face like a flat roof on a large building. Use the following formula variations to solve for both volume and surface area.

Remember that the total surface area includes all the faces of the prism. There are six rectangular faces, so you must account for the lateral surface area of the sides with the addition of top and bottom faces. This is illustrated mathematically as:

Once you calculate the volume of a three-dimensional shape with rectangular bases and six faces, ensure the measurement is recorded in cubic units to accommodate the object's three dimensions (e.g., inches3 or cm3).

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A rectangular prism is a three-dimensional cuboid figure. In the same way that a triangular prism brings three connected lines to life in the real world, a rectangular prism takes the length and width of two-dimensional rectangles to the next level by adding height into the equation.