I assume you mean the calculation required.
Split the irregular shape up into shapes for which you can find the area (eg rectangles, triangles), then the area of the shape is the sum of the areas of the smaller shapes.
An acre is a unit of area. It can have many different dimensions and can be in any shape, including regular and irregular polygons. The square footage for 1 acre is 43560 square feet.
The shape of a pie is circular. If its diameter is d units, the area is 0.25*pi*d^2 square units.
For a parking lot to have 3 measurements, it must be an unusual shape. We would need more information to figure the square footage.
That depends on the shape of the running track.
Any irregular shape can be split. The issue is whether the parts are regular.Any irregular shape can be split. The issue is whether the parts are regular.Any irregular shape can be split. The issue is whether the parts are regular.Any irregular shape can be split. The issue is whether the parts are regular.
A square is not an irregular shape and conversely. So the square of an irregular shape cannot exist.A square is not an irregular shape and conversely. So the square of an irregular shape cannot exist.A square is not an irregular shape and conversely. So the square of an irregular shape cannot exist.A square is not an irregular shape and conversely. So the square of an irregular shape cannot exist.
If you don't know more about the shape, it can be just about anything - from zero, to the maximum which is whatever you get when the shape is a circle.
regular
An acre is a unit of area. It can have many different dimensions and can be in any shape, including regular and irregular polygons. The square footage for 1 acre is 43560 square feet.
No
regular
No. The lineal footage may be in the form of any shape: a circle, ellipse, triangle, quadrilateral, another polygon or any irregular random closed shape. Unless you have more information, your question is unanswerable.
False
There is no such thing. A square is, by definition, a 'regular' shape.
it depends on the shape of the stone
You approximate the irregular shape with many small regular figure, for example, long and thin rectangles.
A bigger square, a rectangle, an irregular concave hexagon, an irregular concave octagon are all possibilities.