† quadrilateradj.n.

Origin: A borrowing from Latin. Etymon: Latin quadrilaterus.

Etymology: < classical Latin quadrilaterus having four sides < quadri- quadri- comb. form + later- , latus side (see lateral adj.). Compare Middle French, French quadrilatère (1554; 1694 as noun), Italian quadrilatero (a1572).

Mathematics. Obsolete.

A. adj.

= quadrilateral adj. 1.

ΘΚΠ

the world > space > shape > angularity > specific angular shape > [adjective] > quadrilateral

four-nookedc1275

four-hernedc1290

quadrangular?a1425

four-corneredc1440

quadrangle1494

quadrivial1540

quadrangled1552

quadrilater?a1560

tetragonal1571

quadrangulate1592

quadranguled1592

quadrilateral1606

four-corner1640

tetragon1794

the world > relative properties > number > geometry > shape or figure > [adjective] > two-dimensional > quadrilateral

quadrivial1540

quadrilater?a1560

trapezite1570

quadrilateral1606

trapezate1826

?a1560 L. Digges Geom. Pract.: Pantometria (1571) ii. sig. xvii. O ij ^v The figure signified by the quadrilater Superficies ABGF.

1570 H. Billingsley tr. Euclid Elements Geom. i. f. 30^v Wherefore this present figure..is a quadrilater triangle.

1590 T. Hood tr. P. Ramus Elementes Geom. xiv. f. 13 A trapezium is a quadrilater triangulat, not parallelogramme.

1784 E. Sibly New & Compl. Illustr. Astrol. (new ed.) ii. 411 Every angle of a quartile is a right angle, and the same with the angle of a rectangle quadrilater figure, four of which fill a whole space.

B. n.

= quadrilateral n. 1.

ΘΚΠ

the world > relative properties > number > geometry > shape or figure > [noun] > two-dimensional > quadrilateral

quadranglea1398

tetragon?1608

quadrilater1636

quadrilateral1648

tetragonal1684

1636 W. Bedwell tr. P. de la Ramée Via Regia ad Geometriam x. 138 Here also, as before, the species or severall kinds have their denomination their angles, although it had beene better and truer to have beene taken from their sides; as to have beene called a Quadrilater, or a Multilater.

1684 J. Wallis Treat. Angular Sections ii. 7 If a Quadrilater be inscribed in a Circle, [etc.].

This entry has been updated (OED Third Edition, December 2007; most recently modified version published online June 2020).

单词	quadrilater
释义	† quadrilateradj.n. Origin: A borrowing from Latin. Etymon: Latin quadrilaterus. Etymology: < classical Latin quadrilaterus having four sides < quadri- quadri- comb. form + later- , latus side (see lateral adj.). Compare Middle French, French quadrilatère (1554; 1694 as noun), Italian quadrilatero (a1572). Mathematics. Obsolete. A. adj. = quadrilateral adj. 1. ΘΚΠ the world > space > shape > angularity > specific angular shape > [adjective] > quadrilateral four-nookedc1275 four-hernedc1290 quadrangular?a1425 four-corneredc1440 quadrangle1494 quadrivial1540 quadrangled1552 quadrilater?a1560 tetragonal1571 quadrangulate1592 quadranguled1592 quadrilateral1606 four-corner1640 tetragon1794 the world > relative properties > number > geometry > shape or figure > [adjective] > two-dimensional > quadrilateral quadrivial1540 quadrilater?a1560 trapezite1570 quadrilateral1606 trapezate1826 ?a1560 L. Digges Geom. Pract.: Pantometria (1571) ii. sig. xvii. O ij ^v The figure signified by the quadrilater Superficies ABGF. 1570 H. Billingsley tr. Euclid Elements Geom. i. f. 30^v Wherefore this present figure..is a quadrilater triangle. 1590 T. Hood tr. P. Ramus Elementes Geom. xiv. f. 13 A trapezium is a quadrilater triangulat, not parallelogramme. 1784 E. Sibly New & Compl. Illustr. Astrol. (new ed.) ii. 411 Every angle of a quartile is a right angle, and the same with the angle of a rectangle quadrilater figure, four of which fill a whole space. B. n. = quadrilateral n. 1. ΘΚΠ the world > relative properties > number > geometry > shape or figure > [noun] > two-dimensional > quadrilateral quadranglea1398 tetragon?1608 quadrilater1636 quadrilateral1648 tetragonal1684 1636 W. Bedwell tr. P. de la Ramée Via Regia ad Geometriam x. 138 Here also, as before, the species or severall kinds have their denomination their angles, although it had beene better and truer to have beene taken from their sides; as to have beene called a Quadrilater, or a Multilater. 1684 J. Wallis Treat. Angular Sections ii. 7 If a Quadrilater be inscribed in a Circle, [etc.]. This entry has been updated (OED Third Edition, December 2007; most recently modified version published online June 2020). < adj.n.?a1560
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