Trapezoid Area Calculator

Trapezoid area calculation

Formula for finding the area of a trapezoid using bases and height:

a,b - trapezoid bases; h - trapezoid height.

Formula for finding the area of a trapezoid using bases and median line:

m - median line; h - trapezoid height.

Formula for finding the area of a trapezoid using bases and median line:

a - lower base; b - upper base; c, d - lateral sides.

Formula for finding the area of a trapezoid using diagonals and the angle between them:

d1, d2 - trapezoid diagonals; α - angle between diagonals.

Formula for finding the area of an isosceles trapezoid using the median line, lateral side, and base angle:

m - trapezoid median line; c - trapezoid lateral side; α - base angle.

Formula for finding the area of an isosceles trapezoid using the radius of the inscribed circle:

r - circle radius; α - base angle.

Invalid input
Enter dimensions in mm:
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input
Invalid input

Information

In our lives, a field such as construction is one of the most important. This is because construction allows us to live in comfortable conditions, where it is warm, dry, and quiet. However, construction is also an incredibly responsible area of activity. It is a whole process consisting of design, calculations, technical work, and many other nuances. Specialists performing all the work (both mechanical and theoretical) in the construction process bear great responsibility for the lives of those who will later use the building.

Therefore, they are required to carefully carry out calculations of various values, one of which is the formula for the area of a trapezoid. This formula is one of many formulas that specialists in certain fields must know. It is also necessary to consider the existing variety of trapezoids: right, isosceles, and arbitrary. All such information must be taken into account by employees of many fields and they must know how to find the area of a trapezoid by its sides and height.

A trapezoid is a quadrilateral with two opposite sides that are parallel and unequal. The parallel sides of a trapezoid are called the bases, and the other two sides are called the legs.

The bases of a trapezoid are the two parallel opposite sides.

The height of a trapezoid is the perpendicular segment drawn from the center to the boundary of the circle. In a right trapezoid, the height is equal to the leg with a right angle.

There are right, isosceles, and scalene trapezoids, as well as trapezoids with curved sides.

Online Trapezoid Area Calculator

We have developed a calculator that significantly simplifies the work for people in the construction field as well as in many other areas of activity. Our calculator will help calculate the area of a right trapezoid in the shortest possible time, avoiding the likelihood of making any calculation errors. In addition to the right trapezoid, the calculator can also easily calculate the area of an isosceles trapezoid. To do this, you simply need to enter the initial data requested by the calculator.

Our calculator is programmed in such a way that it not only calculates the area of any type of trapezoid and tells you the result instantly, but it also shows the calculation formulas and gives you the opportunity to choose which formula to use to calculate the area of the trapezoid, whether it is by sides, through the height, or by all four sides.

Our online calculator offers many advantages:

  • The ability to calculate the area of a trapezoid using any formula;
  • Save a lot of time, thanks to the absence of the need for manual calculations;
  • Eliminate calculation errors, as the program is not subject to human error.

Thus, the online calculator is an effective tool for both builders and anyone else who encounters the need to calculate any value. With its help, you can easily find and calculate the area of a trapezoid, whether it is a right or isosceles trapezoid, and also handle the calculation of a trapezoid with curved sides. You do not need to search for how to find the area of a trapezoid by its sides - just use our calculator to get an accurate result.