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PRIZMA

               UCENIK: KATARINA KARIŠIĆ (1.RAZRED) SŠ’’PRAVNO POSLOVNA’’


               MENTOR: VESNA RAJŠIĆ SŠ”NIKOLA TESLA”



                                             REZIME


                           Rad  se  bavi  prizmom,  poliedrom  kod  kojeg  su  osnove  dva  podudarna
               mnogougla. Osnove prizme leţe u dve paralelne ravni. Ako su sve boĉne strane
               normalne na osnovu, onda je prizma prava. U suprotnom, prizma je kosa. Ona je
               pravilna ako su joj osnove pravilni mnogougaonici.

               Paralelopiped  je  prizma  kod  koje  je  osnova  mnogougao,  odn.  poliedar  sa  šest
               strana koje su paralelogrami. Specijalni sluĉajevi paralelopipeda su:

                      kocka, kod koje su osnove kvadrati

                      kvadar, kod kojeg su osnove pravougaonici.

               Kljuĉne reĉi
               Prizma, poliedar, paralelopiped, prava prizma, kosa prizma, pravilna prizma.





                                         ABSTRACT


                     The paper is concerned with prism, a polyhedron made of a polygonal base and
               its translated copy. The bases lie in two parallel planes. A right prism is a prism in
               which all side faces are perpendicular to the base. If contrary is the case, the prism
               is oblique. A uniform prism is a right prism with square sides.

               A parallelepiped is a prism of which the base is a parallelogram, or equivalently a
               polyhedron with six faces which are all parallelograms. Special cases of
               parallelepiped are:

                     cube, bases of which are all squares

                     cuboid, bases of which are all rectangles.

               Key words
               Prism, polyhedron, parallelepiped, right prism, oblique prism, uniform prism.
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