there is no convention in general. it depends on what is measured and how. a fish tank maybe quoted different to a milling machine, to a swimming pool.
No, a point has no length, width, or height and thus has no dimensions. It is defined by a set of coordinates, but itself has no dimensions. A line has length but no width or height, and thus has 1 dimension. a plane has length and width, but no height, and thus has 2 dimensions. a space has length, width and height, and thus has 3 dimensions.
Length is one of the dimensions. Length, width, height etc. which can describe an object are called its dimensions.
Spacial dimensions are the dimensions in space such as length,height and depth.
The dimensions of a Kleenex box are length, width and height. The volume of the box is equivalent to length times width times height.
Length, width and height.
No, a point has no length, width, or height and thus has no dimensions. It is defined by a set of coordinates, but itself has no dimensions. A line has length but no width or height, and thus has 1 dimension. a plane has length and width, but no height, and thus has 2 dimensions. a space has length, width and height, and thus has 3 dimensions.
Length is one of the dimensions. Length, width, height etc. which can describe an object are called its dimensions.
One dimension: Length Two dimensions: Length, Width Three dimensions: Length, Width, Height
Spacial dimensions are the dimensions in space such as length,height and depth.
The dimensions of a Kleenex box are length, width and height. The volume of the box is equivalent to length times width times height.
What is the question?
length, width, height
length by width by height
Length, width and height.
They can be the dimensions for example of a box
length, width, height
Volume is measured in cubed units because volume is a three-dimensional measurement that involves length, width, and height. When measuring volume, we are essentially measuring the amount of space an object occupies in three dimensions. Cubing the units ensures that the measurement reflects this three-dimensional aspect, as opposed to just a single linear measurement.