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Some cargo pants are made with removable lower legs allowing conversion into shorts. In 1980, cargo shorts were marketed as ideal for the sportsman or fisherman, with the pocket flaps ensuring that pocket contents were secure and unlikely to fall out. [6] By the mid-to-late 1990s, cargo shorts found popularity among mainstream men's fashion. [7]
The British English term, short trousers, is used, only for shorts that are a short version of ordinary trousers (i.e., pants or slacks in American English). For example: tailored shorts, often lined, as typically worn as part of a school uniform for boys up to their early teens, [1] [2] [3] and by servicemen and policemen in tropical climates.
In North America, Australia and South Africa, [7] pants is the general category term, whereas trousers (sometimes slacks in Australia and North America) often refers more specifically to tailored garments with a waistband, belt-loops, and a fly-front. In these dialects, elastic-waist knitted garments would be called pants, but not trousers (or ...
These straight leg acid wash jeans remained popular throughout the 1980s and 1990s, until hip hop fashion went mainstream and it became fashionable for teenagers to sag their baggy pants. [4] High rise pants, jeans, and shorts were also popular with men's, young men's, teens, and boys clothing during the 1980s and early to mid 1990s.
Straight-leg: Jeans which are the same width at the leg opening as they are at the bottom of the leg, making for a slightly baggy fit. [58] Boyfriend: Often with a mid-low waist, boyfriend jeans have a baggy, "borrowed from the boys" fit. [57] Flared, or bell-bottomed: Often fitted around the thigh area, then become wider from the knee down. [59]
A pair of pants as a plane domain (in blue, with the boundary in red) A pair of pants is any surface that is homeomorphic to a sphere with three holes, which formally is the result of removing from the sphere three open disks with pairwise disjoint closures. Thus a pair of pants is a compact surface of genus zero with three boundary components.