¹ Source: wiktionary.com
Definition of Intersections
1. intersection [n] - See also: intersection
Lexicographical Neighbors of Intersections
Literary usage of Intersections
Below you will find example usage of this term as found in modern and/or classical literature:
1. American Journal of Mathematics by Johns Hopkins University, American Mathematical Society (1919)
"144 intersections corresponding to the contacts of L8 and r36. 7. Successive Images
of Lines.—To a line C[(x') corresponds C&(x) having one variable double ..."
2. The Metallography of Steel and Cast Iron by Henry Marion Howe (1916)
"tion but make an angle of 45° with the cubic intersections and with the sides
... Intersections of Cubic and Octahedral Planes with an Octahedral Face and ..."
3. The Nature of Ore Deposits by Richard Beck (1905)
"The occurrence of rich ores and ore shoots at vein intersections in the ...
According to H. Miiller, the enrichments occur both at intersections of two ..."
4. A Treatise on Conic Sections: Containing an Account of Some of the Most by George Salmon (1879)
"From the fact that the four circles have two common points it follows that the
four intersections of perpendiculars lie on a right line, perpendicular to ..."
5. American Highway Engineers' Handbook by Arthur Horace Blanchard (1919)
"The calculation of grades at street intersections will be considered in Sect.
... Road Intersections. Where there is any possibility of a locality becoming ..."
6. The Elements of Coordinate Geometry by Sidney Luxton Loney (1896)
"(3) is the equation to any conic passing through the intersections of (1) ...
Hence (3) is a conic which passes through the intersections of (1) and (2). ..."
7. Journal by Detroit (Mich.). City Council, World Energy Council, South Carolina Colony Council (1880)
"There is due the contractors for paving said avenue as follows: For intersections,
etc., etc., being the whole amount for work as far as completed $ 201 54 ..."
8. The Encyclopædia Britannica: A Dictionary of Arts, Sciences, Literature and by Hugh Chisholm (1910)
"... which two and two arc opposite, and three diagonal points, which and three
diagonals, which join are intersections of opposite opposite vertices, tides. ..."
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