Formula to calculate the area of ​​parallelograms, parallelogram perimeter

The parallelogram is a quadrilateral with 2 pairs of parallel opposing sides or 1 pair of parallel and equal sides . The parallelogram has 2 opposing angles, 2 diagonals intersect at the center of the figure.

Can view parallelogram is a special case of trapezoid.

The formula for calculating the area and perimeter of the parallelogram is a basic knowledge that you can apply during the period of cultural study and in the future program of algorithmic study.

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In this article, TipsMake.com will reintroduce the formula for calculating the area and effectiveogram perimeter for your study and work.

1. Area of ​​parallelogram

The parallelogram area is measured by the size of the surface of the shape, which is the plane we can see of the parallelogram.

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The parallelogram area is calculated by the formula by the product of the bottom edge multiplied by the height.

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Inside:

1. S is the parallelogram area.
2. a is the bottom edge of the parallelogram.
3. h is the height, connecting from the top to the bottom of a parallelogram.

2. The parallelogram perimeter

The perimeter of the parallelogram is calculated as the total length of the lines surrounding the figure, which is also the line that encircles the entire area, equal to 2 times the sum of any adjacent adjacent pairs.

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In other words, the perimeter of the parallelogram is the total length of the four sides. The specific formula is as follows:

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Inside:

1. C is the parallelogram circumference.
2. a and b are adjacent pairs of parallelograms.

Above are the formula for calculating the common parallelogram and perimeter shape. If you have any questions or suggestions, please leave a comment below to discuss with TipsMake.com.

Hope this article is useful for you!