A transect is a slice or path through the environment. It may be any dimension from a few inches to an entire region. To "take a transect" one would use sampling methods such as the Dissect and Quadrat. The entire transect does not have to be analyzed, only typical portions of it. For example, in sampling urbanism to write a design/zoning code, the analysts identify the rural-to-urban transect of a given town or neighborhood, note the distinct habitat zones along the transect, and sample the built elements in typical portions of each habitat. This is done by measurement and identifying types visually, both on the ground and from aerial mapping. The "DNA" of the community may then be written into a code for the future. The technique originated in the ecological and biological sciences, as they sample the many elements that co-exist in a habitat or series of habitats. Both the urban and natural versions of transect analysis help identify the individual elements necessary to make that habitat healthy and sustainable for its human residents and plant/animal residents respectively.
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Yes. To get the area, you take the radius, square it, and multiply that by Pi, so it is the only variable and does affect the circle's area.
Area = π*r2 radius = √(area/π) [the square root of (area divided by π)] you have to do the division first before you take the square root of that result
If it is a quadrilateral, you take the length times the width.
To find the length of a side of a square with an area of 10cm², you would take the square root of the area. The formula for the area of a square is side length squared, so to find the side length, you would take the square root of 10cm², which is approximately 3.16cm. Therefore, the length of a side of the square would be approximately 3.16cm.
It is the area of the exposed surface. So if you take a cube, the surface area is the sum of the areas of each of the 6 faces. They are all the same in the case of a cube. In general, add up the surface area of each exposed surface and this is the total surface area.