The area of a trapezoid with diagonals 6,6 and the angle between them 175° equal to 3.138

This online trapezoid area calculator will help you find the trapezoid area. The solution can be found by five different methods.
Using this calculator, you can get a detailed step-by-step solution with an explanation and output of formulas. Thanks to this, you will be able to understand the algorithm for finding the trapezoid area.
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Trapezoid area calculation method
Diagonal d1: Diagonal d2: Angle α°:

Trapezoid

A trapezoid is a quadrilateral whose two sides are parallel (bases) and the other two are not parallel (sides).
Trapezoid area formula Trapezoid area formula Along the diagonals and the angle between them where d1,d2 are diagonals, α° is the angle between them

Solution:
S =
1
2
d1·d2·sin(α°)
=
6·6·sin(175)
=
3.138

Answer: the area of a trapezoid with diagonals 6,6 and the angle between them 175° equal to 3.138
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