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There is no simple answer - otherwise it would not be a complex shape!

You need to "break up" the complex shape into simple components for which there are formulae and sum the results. If the shape can be shape described by a well-behaved function, you may be able to integrate it to get the answers. Otherwise, you will have to use approximations and/or analogies.

There is no simple answer - otherwise it would not be a complex shape!

You need to "break up" the complex shape into simple components for which there are formulae and sum the results. If the shape can be shape described by a well-behaved function, you may be able to integrate it to get the answers. Otherwise, you will have to use approximations and/or analogies.

There is no simple answer - otherwise it would not be a complex shape!

You need to "break up" the complex shape into simple components for which there are formulae and sum the results. If the shape can be shape described by a well-behaved function, you may be able to integrate it to get the answers. Otherwise, you will have to use approximations and/or analogies.

There is no simple answer - otherwise it would not be a complex shape!

You need to "break up" the complex shape into simple components for which there are formulae and sum the results. If the shape can be shape described by a well-behaved function, you may be able to integrate it to get the answers. Otherwise, you will have to use approximations and/or analogies.

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12y ago

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There is no simple answer - otherwise it would not be a complex shape!

You need to "break up" the complex shape into simple components for which there are formulae and sum the results. If the shape can be shape described by a well-behaved function, you may be able to integrate it to get the answers. Otherwise, you will have to use approximations and/or analogies.

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Wiki User

12y ago
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Q: What is Area and perimeter of complex shapes?
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