WAS BEDEUTET POLIGÓN AUF RUMÄNISCH
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Definition von poligón im Wörterbuch Rumänisch
POLIGÓN ~ oán n. 1) geom. Flache geometrische Figur, die durch eine geschlossene unterbrochene Linie gebildet wird. 2) Mill. Land eingerichtet für Schießübungen mit verschiedenen Arten von Feuerwaffen. 3) Sport Speziell für Drills und Schießen. 4) Land, das speziell dazu bestimmt ist, die Fahrpraxis von Kraftfahrzeugen auszuführen. POLIGÓN ~oáne n. 1) geom. Figură geometrică plană formată de o linie frântă închisă. 2) mil. Teren amenajat pentru exerciții de tragere cu diferite tipuri de arme de foc. 3) sport Loc special amenajat pentru exerciții și probe de tir. 4) Teren special amenajat pentru efectuarea practicii de conducere a autovehiculelor.
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10 BÜCHER, DIE MIT «POLIGÓN» IM ZUSAMMENHANG STEHEN
Entdecke den Gebrauch von
poligón in der folgenden bibliographischen Auswahl. Bücher, die mit
poligón im Zusammenhang stehen und kurze Auszüge derselben, um seinen Gebrauch in der Literatur kontextbezogen darzustellen.
1
Superb Express Bilingual Mathematics Form 3: - Pagina 15
2.1 Poligon Sekata 1. Poligon sekata ialah poligon yang semua sisinya sama panjang dan semua sudut pedalamannya sama saiz. Misalnya, segi tiga sama sisi segiempatsama 2. Satu poligon sekata bersisi-n mempunyai n paksi simetri.
2
Elements of the Geometry of Planes and Solids: With Four ... - Pagina 98
V1 S2CA I This is, therefore, the value of the poligon circumscribed to the circle in which the poligon with the side^ff, is inscribed, and the radical expression shews again that these two sides are incommensurable to one another. § 82. Problem ...
Ferdinand Rudolph Hassler, 1828
3
Superb Express Bilingual Mathematics Form 1: - Pagina 223
Yong Kuan Yeoh. 3. 4. 5. 6. 7. 8. 1 3 Connect all the points to form a Sketch. 1. Poligon ialah bentuk bertutup yang terdiri daripada garis lurus yang tidak memotong antara satu sama lain. 2. Setiap poligon dinamakan mengikut bilangan sisinya ...
4
Miscellanies: or, A miscellaneous treatise; containing ... - Pagina 259
their intersection, give the center of a supposed re-I gular poligon, one side of which poligon is the in- - eluded side. And that side is to be fortified according to the angle at the center. Thus if the angles G, K, be bissected by the lines GC, KC ...
5
Elemente de algoritmica - probleme si solutii: - Pagina 92
Distane punct-poligon Se dă un poligon convex fixat cu Nvârfuri (3≤N≤100.000) şi M (1≤M≤200.000) întrebări de forma: determinai distana de la un punct dat (x,y) la poligon (distana este 0 dacă punctul este inclus în poligon). Soluie: Întâi ...
Mugurel Ionut Andreica, 2011
6
Blackboard Architectures and Applications - Pagina 161
The distributed-memory hardware model on which the Poligon system was to operate had the property that each processor was effectively a uniprocessor system. This meant that if we viewed the blackboard with a "Node as a Process/ ...
Vasudevan Jagannathan, Rajendra Dodhiawala, Lawrence S. Baum, 1989
7
The New Royal Road to Geometry, and Familiar Introduction ...
Let regular Poligons (X and Z) be circumscribed about the Base of the Cone and the Circle, whoso Radius is FG, of the fame kind; and suppose a Pyramid, on the Poligon X, circumscribing the Cone. Dem. Because CE:FG ::FG: b£ ; by ...
8
Pleasure with profit:: consisting of recreations of divers ... - Pagina iii
IF the Poligon be of an even number of fides, as 6, 8, 10, 12, &c. as the uppermost Poh- , gon in the figure is of 6 fides; then you have no more to do, but to draw two lines from any two opposite sides, and their concurrence shall be the Center ...
William Leybourn, Richard Sault, 1694
9
A general system of attack and defence, with one general ... - Pagina 3
William JENNINGS (General Accountant.) lique angles with the curtain; a retired or covered flank, is one made hollow; a second flank, takes in a part of the curtain. I 6. The capital is that part which is contained between the angle of the poligon ...
William JENNINGS (General Accountant.), 1804
10
A Royal Road to Geometry: Or, an Easy and Familiar ... - Pagina 398
Let regular Poligons (X and Z) be circumfcribed about the Base of the Cone and the Circle, whose Radius is FG, of the fame kind ; and suppose a Pyramid, on the Poligon X circumfcribing the Circle. , Dem. Because CE : FG : : FG : BE ; by ...
