The perpendicular height is the area divided by the base. The inverse of multiply by the base is divide by the base. The base is the area divided by the perpendicular height. The inverse of multiply by the perpendicular height is divide by the perpendicular height. To find either the base or the perpendicular height, use the inverse operation. The dashed line is coloured grey., The area of a parallelogram is the base multiplied by the perpendicular height. The h, and the arrows and labels for the height are coloured blue. The b, and the arrows and labels for the base are coloured orange. Written beneath: the formula, h equals, A, divided by b. Reading right to left: A, left arrow, divided by b, left arrow, h. Written below: A flow diagram representing the inverse function. Reading left to right: h, right arrow, multiplied by b, right arrow, A. Written right: A flow diagram representing the function. Written beneath: the formula, b equals, A, divided by h. Reading right to left: A, left arrow, divided by h, left arrow, b. A parallelogram with sides of 6 and 10 has an area of 302. Written below: A flow diagram representing the inverse function. Find the area of a parallelogram with sides of 12 inches and 8 inches if one of the angles is 120. Reading left to right: b, right arrow, multiplied by h, right arrow, A. Written below: A flow diagram representing the function. The length of the top horizontal has been extended, with a dashed line, to the right to show they meet at a right angle. The perpendicular height has been marked with a dashed vertical line starting in the bottom right vertex. The base of the parallelogram has been highlighted and labelled as the base. Two sides are horizontal, and two sides are diagonal, sloping up to the left. Previous image Next image Slide 1 of 9, An image of a parallelogram. The formula close formula A fact, rule, or principle that is expressed in words or in mathematical symbols. The area of the rectangle is found by multiplying the base and the perpendicular height. The width of the rectangle is the height of the parallelogram. The length of the rectangle is the base of the parallelogram.Move the triangle to the other end of the shape, making a rectangle.Split the parallelogram into a right-angled triangle and a trapezium.Showing that a parallelogram has the same area as a rectangle: The base and height may be shown in a different orientation, the base is not necessarily a horizontal close horizontal A line that is parallel to the horizon.The height can be shown inside or outside the parallelogram.The perpendicular height is at right angles to the base.One side of the parallelogram is the base.The base and the perpendicular height are at right angles.Identifying the base and the perpendicular height of a parallelogram:
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