| 单词 | ordinate applicate |
| 释义 | > as lemmasordinate applicate 1. Geometry. In conic sections: an ordinate (ordinate n. 1). More fully ordinate applicate. Now historical. ΘΚΠ the world > relative properties > number > geometry > geometric space > [noun] > division or marking of > axis > of coordinates > ordinate applicate1704 ordinate1706 1704 J. Harris Lexicon Technicum I Let all the Squares of the Ordinate Applicates in the Parabola be imagined to be so placed, that the Axe shall pass thro' all their Centres at Right Angles. 1706 Phillips's New World of Words (new ed.) Applicate, a Right-line, otherwise called the Ordinate or Semi-ordinate in a Conick Section. 1734 J. Keill Exam. Burnet's Theory of Earth (ed. 2) 243 The Applicate of the Logarithmick curve DEF. 1779 D. Fenning Young Measurer's Compl. Guide (ed. 2) i. 44 A right line terminated on each side by the Parabola, and bisected by a Diameter, is called an Ordinate Applicate, or simply the ordinate to that diameter. 1860 tr. H. Sloman Claim Leibnitz to Invention Differential Calculus ii. 16 If the applicates stand at an equal distance from one another, their squares, when imagined in a series, form an arithmetical progression. 1959 J. E. Hofmann Classical Math. ii. 57 Taking the origin O on the X-axis, Leibniz represented an arc of y(x) in quadrant I by means of applicates set down in parallel coordinates. < as lemmas |
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