Final answer:
The size of the array depends on the number of elements or data points. The size of the array cannot be expressed as an area in meters without additional information. If the array is square-shaped, the side length of a square with the same number of elements can be calculated.
Step-by-step explanation:
The array's dimensions are contingent on the quantity of elements or data points intended for storage.
Given the 2-dimensional array with columns denoted as 'length' and 'height,' its size is contingent on the number of entries in each column, determining the number of rows.
Assuming each column comprises n entries, the array will consist of n rows.
For expressing the array's size in meters as an area, essential information is required, specifically the unit of measurement for 'length' and 'height.'
Without this data, converting the array's dimensions into a meter-based area is unfeasible.
Conversely, if the query pertains to the area of a square with a commensurate element count as the array, the square's side length can be computed.
In the scenario where the array has n rows and a square configuration, the square's side length corresponds to the square root of n.