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What I think is that the perimeter is the distance around a figure. :)

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13y ago

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Which best describes the perimeter of a two-dimensional figure?

the sum of the lengths of all its sides


What dimensional figure best describes one face of a refrigerator?

A 2-dimensional figure. A 2-dimensional figure. A 2-dimensional figure. A 2-dimensional figure.


How do you best describe the perimeter of a two-dimensional figure?

2 * length + 2* width 2 * ( length + width )


What best describes a polygon?

A polygon is a 2-dimensional shape with 3 or more sidesa closed plane figure with three or more sides that are straight


What best describes a perimeter?

The perimeter is the total distance around the outer boundary of a two-dimensional shape. It is calculated by summing the lengths of all the sides of the shape. For regular shapes, such as squares or rectangles, specific formulas can be used to find the perimeter easily. It is commonly expressed in units of length, such as meters or feet.


When a three dimensional figure is extended infinitely in all directions which best describes what is formed?

When a three-dimensional figure is extended infinitely in all directions, the result is typically a four-dimensional object known as a hypervolume or a spatial manifold. This concept can be visualized as an extension of the original figure's properties into an additional dimension, creating an infinite expanse that maintains the structure of the original three-dimensional shape. For example, extending a cube infinitely in all directions forms a hypercube or tesseract in four-dimensional space.


What best describes a segment that is perpendicular to the planes containing the two bases of any three-dimensional figure?

A segment that is perpendicular to the planes containing the two bases of a three-dimensional figure is known as the height or altitude of the figure. This segment connects the two bases directly, forming a right angle with both planes. In shapes like prisms and cylinders, this height is crucial for calculating volume and understanding the figure's spatial characteristics.


When a three-dimensional figure is extended infinitely in all directions what best describes what is formed?

When a three-dimensional figure is extended infinitely in all directions, it forms a three-dimensional space, often referred to as a "solid" or "spatial region." This concept can be exemplified by extending a cube infinitely, resulting in an infinite three-dimensional space that maintains the properties of the original shape but does not have defined boundaries. In mathematical terms, this can also relate to the concept of a "volume" that spans infinitely.


What is the defintion for perimeter?

1) the border or outer boundary of a two dimensional (2D) figure. 2) the length of such a boundary. 3) a line bounding or marking off an area. If it is for maths i would say the best definition would be number 1 . :)


Which term best describes a figure formed by three segments connecting tree noncollinear points?

That figure is best described as a "triangle".


What best describes the lateral area of a three dimensional figure?

The lateral area of a three-dimensional figure refers to the total surface area of its sides, excluding the top and bottom faces. It is calculated by summing the areas of all the curved or flat surfaces that connect the bases. For example, in a cylinder, the lateral area is the area of the curved surface, while in a prism, it includes the areas of the rectangular sides. This measure is important for understanding the surface characteristics of the figure.


A parallelogram has four congruent angles which name best describes the figure?

A rectangle.