Area of parallelogram calculator

Area of parallelogram calculator - formulas and calculator for calculating area of parallelogram online. Formulas for calculating area of a parallelogram with various input data are given.

Parallelogram - is a geometric figure formed by four series-connected segments (sides), in which the opposite sides are parallel in pairs and equal to each other.

Area of parallelogram - is a numerical characteristic that characterizes the size of a plane bounded by a closed geometric figure formed by four series-connected segments (sides), in which the opposite sides are pairwise parallel and equal to each other.

Area - is a numerical characteristic characterizing the size of a plane bounded by a closed geometric figure.

Area is measured in units of measurement squared: km2, m2, cm2, mm2, etc.



1

Parallelogram area by base and height of parallelogram

Parallelogram area by base and height of parallelogram
a - side
h - height

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2

Area of parallelogram along the side and the height lowered to this side

Area of parallelogram along the side and the height lowered to this side
b - side
hb - height

... preparation ...


3

Area of parallelogram on two sides and the angle between them

Area of parallelogram on two sides and the angle between them
a - side
b - side
α° - angle between parties

... preparation ...


4

Area of parallelogram along the two diagonals and the angle between these diagonals

Area of parallelogram along the two diagonals and the angle between these diagonals
d1 - diagonal
d2 - diagonal
α° - Angle between diagonals

... preparation ...


5

Area of parallelogram along the inscribed circle and the side

Area of parallelogram along the inscribed circle and the side

This formula is applicable only for parallelograms, in which a circle can be inscribed. Such a parallelogram can only be a rhombus.


a - side
r - radius of inscribed circle

... preparation ...


6

Area of parallelogram along the inscribed circle and the angle between the sides

Area of parallelogram along the inscribed circle and the angle between the sides

This formula is applicable only for parallelograms, in which a circle can be inscribed. Such a parallelogram can only be a rhombus.


r - radius of inscribed circle
α° - angle between parties

... preparation ...




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