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How is the operation of addition related to finding area? - Answers

The operation of addition is directly related to finding area because calculating the area of a shape often involves summing the areas of smaller, constituent parts. For example, to find the area of a rectangle, one multiplies the length by the width, but when dealing with composite shapes, you can break them down into rectangles or other shapes and add their areas together. Thus, addition serves as a fundamental operation in aggregating these individual areas to obtain the total area of a larger shape.



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How is the operation of addition related to finding area? - Answers

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

The operation of addition is directly related to finding area because calculating the area of a shape often involves summing the areas of smaller, constituent parts. For example, to find the area of a rectangle, one multiplies the length by the width, but when dealing with composite shapes, you can break them down into rectangles or other shapes and add their areas together. Thus, addition serves as a fundamental operation in aggregating these individual areas to obtain the total area of a larger shape.



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

How is the operation of addition related to finding area? - Answers

The operation of addition is directly related to finding area because calculating the area of a shape often involves summing the areas of smaller, constituent parts. For example, to find the area of a rectangle, one multiplies the length by the width, but when dealing with composite shapes, you can break them down into rectangles or other shapes and add their areas together. Thus, addition serves as a fundamental operation in aggregating these individual areas to obtain the total area of a larger shape.

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      The operation of addition is directly related to finding area because calculating the area of a shape often involves summing the areas of smaller, constituent parts. For example, to find the area of a rectangle, one multiplies the length by the width, but when dealing with composite shapes, you can break them down into rectangles or other shapes and add their areas together. Thus, addition serves as a fundamental operation in aggregating these individual areas to obtain the total area of a larger shape.

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