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Yes, it is possible for the area to be smaller than the perimeter. In geometric terms, the area of a shape is the measure of the space inside the shape, while the perimeter is the sum of the lengths of all the sides. For certain shapes, such as rectangles with very elongated proportions, it is possible for the perimeter to be larger than the area.

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2mo ago

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It's possible for the digit to be smaller. A square with 3 feet on each side will have a 9 square foot area and a 12 foot perimeter. It's pointless to compare area and perimeter. They have different units.

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Wiki User

9y ago
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You can't really compare area and perimeter - they use different units. Just comparing the NUMBERS for a square (for example), the area can indeed be "smaller". For example, a square of 1 m x 1 m has an area of 1 (square meters) and a perimeter of 4 (square meters).Note that if you change units, this changes. For example, if you use mm, the area is a million (square millimeters), while the perimeter is 4000 (millimeters). This shows that you really can't compare the two things.

In fact, you can choose appropriate units for ANY square, or rectangle for that matter, to make the numbers for the area less than the perimeter.

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Wiki User

9y ago
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Q: Is it possible for the area to be smaller than the perimeter?
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