Parallelogram bisector calculator

A bisector is a ray emanating from the top of an angle and dividing this angle into two equal angles. You can also define the bisector as the geometrical location of the points inside the corner equidistant from the sides of this angle.

Parallelogram — is a quadrangle in which the opposite sides are pairwise parallel, that is, they lie on parallel lines. Particular cases of a parallelogram are a rectangle, a square, and a rhombus.

Looking for an easy way to find the bisectors of a parallelogram? Our online parallelogram bisector calculator makes it easy to calculate the bisector of a parallelogram with just a few clicks.

How to Find the Bisector in a Parallelogram

To find the bisector in a parallelogram, you'll need to divide one of the angles of the parallelogram with a line segment that bisects the angle. The bisector will intersect with the adjacent angle of the parallelogram, creating a perpendicular line. This is the main property of bisectors in parallelograms and other figures with two parallel sides, such as trapezoids. To find the bisector of the paralelogram use the following formula:

l = 2acos(\frac{\alpha}{2})Where:

• l - is a bisector of the parallelogram
• a - parallelogram side
• α - parallelogram angle

How Our Calculator Works

Our online calculator uses the side and angle of the parallelogram to calculate the bisector through the triangle obtained during its construction. To use our calculator, simply enter the length of the side and the angle of the parallelogram, and our tool will calculate the bisector for you.

With our online parallelogram bisector calculator, you can quickly and easily find the bisectors of a parallelogram, saving you time and effort. Try it out today and see how it can help you with your geometry calculations!