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- To find the cross-sectional area of a square, you need to subtract the squares of inner diameter from the outer diameter, multiply the number with π, and divide the product by 41. For example, to find the cross-sectional area of a plane perpendicular to the base of a cube of volume equal to 27 cm3, you can calculate the side of the square as 3cm, and hence the cross-sectional area as a2 = 32 = 9 sq.cm2.Learn more:✕This summary was generated using AI based on multiple online sources. To view the original source information, use the "Learn more" links.Subtract the squares of inner diameter from the outer diameter. Multiply the number with π. Divide the product by 4.www.omnicalculator.com/math/cross-sectional-area
Its projection is known as the cross-sectional area. Example: Find the cross-sectional area of a plane perpendicular to the base of a cube of volume equal to 27 cm3. Since, the cross-section of the cube will be a square therefore, the side of the square is 3cm. Hence, cross-sectional area = a2 = 32 9 sq.cm.
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