Explanation and Free Practice Resources
Area is the amount of two-dimensional surface inside a shape, measured by the number of equal-sized square units that cover it without gaps or overlaps. Shapes can be compared by counting, organizing, decomposing, or recomposing unit squares, including rectangular arrays and multiplication; a shape with greater area need not have a greater perimeter or appear longer. This understanding excludes general formulas for arbitrary shapes, unit conversions, and fractional or decimal square units.
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Area tells how much space is inside a shape. We measure it by counting equal-sized square units that cover the shape with no gaps or overlaps.
To compare areas:
Example: Compare these two rectangular shapes.
Find each area:
Now compare and :
So, Shape B has the greater area. It covers 14 square units, while Shape A covers 12 square units. A shape may look longer or narrower, so count or organize the square units instead of judging by appearance.
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