I believe this is the definition of a mathematical point.
Length Width Height
A point is a location in space. It has no length, breadth, width or a measure in any higher dimension. The space may contain one or more dimensions.
Non-intersecting lines in 3-D space may be parallel but need not be.
Edges: 5 cmDiagonal space: 8.66 cmSurface area: 150 cm2
1 dimension would just be lines in 1 dimension with no width or no length. You wouldn't be able to see it. Pictures on paper are in 2 dimensions. Models in space are in 3 dimensions.
Measurable quantities are vectors or scalars. "Space" is not a measurable quantity. "Volume" is. It's a scalar.
No, it is an attractive force caused by the interaction of particles with the dimensions of space/time.
It either means "a measurable extent of some kind, such as length, breadth, depth, or height" or "a mode of linear extension of which there are three in space and two on a flat surface, which corresponds to one of a set of coordinates specifying the position of a point."
Yes, the dimensions of a solid are its measurable extents in space, typically described in terms of length, width, and height (or depth). These dimensions define the solid's shape and volume. In three-dimensional geometry, solids can also include additional properties like surface area and volume, which are derived from their dimensions.
A dimension refers to a measurable extent of some kind, such as length, width, height, or time, that helps describe the position and size of objects in space. In mathematics and physics, dimensions can be understood in terms of spatial dimensions (e.g., 2D and 3D) or abstract concepts like time as a fourth dimension. Additionally, dimensions can represent different aspects or features in various contexts, such as in data analysis or theoretical frameworks.
space is as much same as infinity, if we can find an end to infinity, which is impossible, hence, space is also not measurable entity.
The smallest size shape you can get is a point, which has no dimensions—no length, width, or height. In geometry, a point represents a precise location in a space but does not occupy any space itself. While shapes like circles or squares can be infinitely small, they still have measurable dimensions, whereas a point is essentially dimensionless.
Space has 3 million dimensions
A dimension is a measurable extent of a particular aspect, such as length, width, height, or time, that helps define the size, shape, or position of an object or space.
a measurable extent of some kind, such as length, breadth, depth, or height
Dimensions are measurable extents of an object or space, typically described in terms of length, width, height, and depth. In a mathematical context, dimensions can also refer to the number of coordinates needed to specify a point within a space, such as one-dimensional lines, two-dimensional planes, and three-dimensional volumes. Additionally, higher dimensions can exist in theoretical frameworks, such as in physics and mathematics, where they may not be visually representable. Ultimately, dimensions help us understand the structure and relationships within various physical and abstract spaces.
Product dimensions refer to the measurable attributes of a product, including its length, width, height, and weight. These dimensions help consumers understand the size and scale of the product, which is essential for fitting, storage, and usability. Additionally, product dimensions are crucial for shipping and logistics, as they impact packaging and transportation costs. Accurate dimensions also enhance online shopping experiences by allowing customers to visualize the product in their space.