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

How do you calculate the surrounding area of an irregular shape? - Answers

The most direct way to calculate the area of an irregular shape is to superimpose it on graph paper, and then count the number of complete squares that it covers, and for squares that are only partially covered, estimate how much of the square is covered to the nearest simple fraction (a half, a third etc.). If you want the surrounding area rather than the area of the shape itself, you could calculate the total area and then subtract the area of the shape.



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How do you calculate the surrounding area of an irregular shape? - Answers

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

The most direct way to calculate the area of an irregular shape is to superimpose it on graph paper, and then count the number of complete squares that it covers, and for squares that are only partially covered, estimate how much of the square is covered to the nearest simple fraction (a half, a third etc.). If you want the surrounding area rather than the area of the shape itself, you could calculate the total area and then subtract the area of the shape.



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

How do you calculate the surrounding area of an irregular shape? - Answers

The most direct way to calculate the area of an irregular shape is to superimpose it on graph paper, and then count the number of complete squares that it covers, and for squares that are only partially covered, estimate how much of the square is covered to the nearest simple fraction (a half, a third etc.). If you want the surrounding area rather than the area of the shape itself, you could calculate the total area and then subtract the area of the shape.

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      The most direct way to calculate the area of an irregular shape is to superimpose it on graph paper, and then count the number of complete squares that it covers, and for squares that are only partially covered, estimate how much of the square is covered to the nearest simple fraction (a half, a third etc.). If you want the surrounding area rather than the area of the shape itself, you could calculate the total area and then subtract the area of the shape.

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