Height of a Parallelogram Formula

Height of a Parallelogram is calculated using the formula Area is equal to Base multiplied by Height, so if the area of a Parallelogram is known its height is calculated by dividing the Area by its Base.

The height of a Parallelogram formula is derived from the area formula, area of a Parallelogram can be found using the base length and height of the Parallelogram.

Area = Base × Height 

Height = Area/Base

Perimeter of a Parallelogram

Perimeter is defined as the sum of all sides using which a closed figure is been constructed. In the case of a Parallelogram, it has 4 sides out of which opposite sides are equal so the perimeter is the sum of all four sides.

Let’s take the measure of opposite sides as X and Y hence

Perimeter of Parallelogram = X + Y + X + Y = 2X + 2Y = 2(X + Y)

Perimeter = 2(X + Y)

Related Resources

• Parallel lines
• Area of rectangle
• Perimeter of rectangle

Height of a Parallelogram formula is to calculate the height of a Parallelogram. The height of a Parallelogram is the perpendicular distance between the base side and the parallel side opposite to it. A Parallelogram can be defined as a quadrilateral in which opposite sides are parallel and the length of these opposite sides is also equal.

The opposite angles of Parallelogram are also equal. Let’s know more about Height of a Parallelogram Formula with derivation in detail below.