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If x and z are horizontal, y is vertical Which is the reason you may not find a word corresponding to the third dimension along with horizontal and vertical. Is there one word for both horizontal or vertical, but not diagonal, adjacency Ask question asked 11 years, 5 months ago modified 1 year, 5 months ago
According to wikipedia's architectural drawing page A cross section, also simply called a section, represents a vertical plane cut through the object, in the same way as a floor plan is a horizontal section viewed from the top This would suggest that section is only appropriate for vertical planes However, section is more generally defined as, per dictionary.com
1 having a similar problem trying to come up with a single word for a line either being horizontal or vertical in a computer program To solve it i've mashed them into hoverzontical If you think that's bad, please consider that i rejected hovertizontical despite the fact that it retains every sound, in order, of both words. Is there a single, more generic term that can be used to describe both a row and a column
In english, we can refer to a line as being horizontal or vertical, but unless we say ‘a line of something’, The intersection of the vertical plane with the horizontal plane would form a transverse This medical definition from thefreedictionary.com describes Transverse plane of space, n an imaginary plane that cuts the body in two, separating the superior half from the inferior half, and that lies at a right angle from the body's vertical axis.
A court enclosed within walls and open at the top for supplying air to windows — called also air shaft Is there a single verb that means to increase the vertical dimension of something (for purposes of this question it does not matter whether they're doing that by modifying the floor or the ceiling.) raise is not correct because raising doesn't change size, only elevation. Orthogonal does not imply horizontal and vertical movement
Orthogonal implies that one movement is at a right angle with respect to the other Horizontal and diagonal movements are thus always orthogonal, but two diagonal movements can also be orthogonal to each other In fact, the two diagonal movements in chess are orthogonal to each other.
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