2×2×3

2×2×3 is an expression formed by multiplying three integers: 2, 2, and 3. The product is 12. In mathematics, the operation is associative and commutative, so the factors can be regrouped or reordered: (2×2)×3 = 2×(2×3) = 12, and the overall result remains unchanged.

In geometry, 2×2×3 commonly describes the dimensions of a rectangular prism with length 2, width 2, and height 3. Its volume is 2×2×3 = 12 cubic units, illustrating how the product of the three dimensions yields a measure of three-dimensional space.

In computing and data analysis, 2×2×3 denotes the shape of a three-dimensional array or tensor. It represents a structure with 2 rows, 2 columns, and 3 depth, containing 12 elements in total. This shape can be referenced as (2, 2, 3) in many programming languages and mathematical frameworks.

In set theory, the notation can reflect the Cartesian product A×B×C where the sizes of the sets are 2, 2, and 3, respectively. The product of the cardinalities yields 12 elements, corresponding to all possible ordered triples taken from A, B, and C.

Overall, 2×2×3 is a concise way to express a three-factor product, a rectangular prism’s volume, a three-dimensional data shape, or a Cartesian product with a total of 12 basic units.