Which operation does NOT typically relate to the concept of area?

The concept of area is fundamentally linked to the measurement of two-dimensional space. To find the area of a shape, particularly rectangles and squares, you use multiplication, where you multiply the length by the width. This operation directly relates to the idea of how much space is covered by the shape.

Addition is often used in finding the total area of composite shapes by adding the areas of individual sections together. Subtraction can also relate to area when calculating the area of a part of a shape by removing one area from another, as in finding the area of a space after a section has been taken out.

While division is a vital operation in many mathematical contexts, it does not typically relate to calculating area. Instead, division might be used to find dimensions or ratios related to area, but it does not apply directly to the calculation of how much space an object occupies. Therefore, when considering operations that directly relate to determining area, division does not fit within that framework as closely as the other arithmetic operations do.