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https://math.answers.com/math-and-arithmetic/Can_you_make_a_generalization_about_shapes_with_large_areas

Can you make a generalization about shapes with large areas? - Answers

In general, shapes with large areas often exhibit certain characteristics, such as having more extensive boundaries or being less compact compared to smaller shapes. For instance, irregular shapes may have larger areas due to their complex outlines, while more compact shapes, like circles, maximize area for a given perimeter. Additionally, larger areas can often accommodate more diverse structures or contents within them, influencing their overall utility and function.



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Can you make a generalization about shapes with large areas? - Answers

https://math.answers.com/math-and-arithmetic/Can_you_make_a_generalization_about_shapes_with_large_areas

In general, shapes with large areas often exhibit certain characteristics, such as having more extensive boundaries or being less compact compared to smaller shapes. For instance, irregular shapes may have larger areas due to their complex outlines, while more compact shapes, like circles, maximize area for a given perimeter. Additionally, larger areas can often accommodate more diverse structures or contents within them, influencing their overall utility and function.



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https://math.answers.com/math-and-arithmetic/Can_you_make_a_generalization_about_shapes_with_large_areas

Can you make a generalization about shapes with large areas? - Answers

In general, shapes with large areas often exhibit certain characteristics, such as having more extensive boundaries or being less compact compared to smaller shapes. For instance, irregular shapes may have larger areas due to their complex outlines, while more compact shapes, like circles, maximize area for a given perimeter. Additionally, larger areas can often accommodate more diverse structures or contents within them, influencing their overall utility and function.

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      In general, shapes with large areas often exhibit certain characteristics, such as having more extensive boundaries or being less compact compared to smaller shapes. For instance, irregular shapes may have larger areas due to their complex outlines, while more compact shapes, like circles, maximize area for a given perimeter. Additionally, larger areas can often accommodate more diverse structures or contents within them, influencing their overall utility and function.
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